{"id":242,"date":"2022-10-14T09:50:35","date_gmt":"2022-10-14T09:50:35","guid":{"rendered":"https:\/\/nininameh.ir\/?p=242"},"modified":"2024-04-24T16:16:10","modified_gmt":"2024-04-24T16:16:10","slug":"how-to-calculate-retained-earnings-formula","status":"publish","type":"post","link":"https:\/\/nininameh.ir\/index.php\/2022\/10\/14\/how-to-calculate-retained-earnings-formula\/","title":{"rendered":"How to calculate retained earnings formula + examples"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"458px\" alt=\"how to calculate retained earnings on balance sheet\"\/><\/p>\n<p><p>The level of retained earnings can guide businesses in making important investment decisions. If retained earnings are low, it may be wiser to hold onto the funds and use them as a financial cushion in case of unforeseen expenses or cash flow issues rather than distributing them as dividends. However, if both the net profit and retained earnings are substantial, it may be time to consider investing in expanding the business with new equipment, facilities, or other growth opportunities. Retained earnings are affected by an increase or decrease in the net income and amount of dividends paid to the stockholders. Thus, any item that leads to an increase or decrease in the net income would impact the retained earnings balance. Thus, at 100,000 shares, the market value per share was $20 ($2Million\/100,000).<\/p>\n<\/p>\n<p><img decoding=\"async\" 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eiR2zuvVIAeebFslgrQI6fnfvwBemRu014qQI\/sDl1PAfTI2p4bf4AeWd0dFQAdsn80LQA6ZHbjqADokNFU9xRAjzxf0pAKoMcf4F7EpgA8Irm8visAOuTVykEB0CGHo8sCoEMWtk8KgA75NjgvADpk89dZAdAhyz9OC4AOGZxcFAAd8m7tsADokMnFTQHQIc8WfhcAYlMAHpQ8++iVCtAjk0uzVIAeeft1WAB0yODUXipAj3z67noKoEe23PgDSKICuC95qQCPRoZS\/QGa5LXuKQANqQD3o8cf4BERmwLQJjNLgwKgQ8bT6wKgQ2Y3jgqADtk\/mhYAHbKyOyoAOmR9b1wAdMjucFIAdMjc5vF\/9s72x4rqjuPnbyHpy75q+6L1RTFNTNAmvoCYGpJGU4wmmhiJFhZWoICIRWqg8tBGfKBaraJYq7QUUKwtjwJFFOVRLO4ujwvLwu4CC9NfetJvJufMzN17mb079+7nkx9k9syZM+fOznz2zMP9TQIAAGXgzvdfTQAAoAzcX\/f0JAAAUAZu+MbNBAAASJsCAFAp3PVhRqkAAGVdS93LtVQAgHJw5y9xxx8AoBzctq94LhUAoBzccb49BQDAd\/wBAKqDMlFdSAAAoAzcybMDCQAAkNUfAKA+ePcUAECrwBtSAQB4jz8AQPVwb5M2BQCgJNzgteEEAADKwG3696kEAADKwJ2+OJSk2Llz53f+z8SJE48ePZrk8NZbb1kdsWTJkgT+h220uXPnDgxU+oHf3t7e6dOn2\/9JCvsl2g7QNp8RoPm4nYfPpw+zKVOmyJKyap5SDT9th5Ydn\/Zj0r6Ya8w45epG9SdPnqztXC+2IltdvLh+KSgVoGm4I939xeNQHWN5StWP3jj2\/yuvvGIu9nM17LUD2I5AHY1Wx5f7alpdUFizNRG3EM+1pmxB\/amI\/5BoKa3IZlmF4Ee1qU5qqB7oRl3SgnF92c1PbNiwQXMlR3Xb5qpxzVLnfQurVq3yH9ArUnX0wQuUau1bV9XhYPuoUJ9RW0YdLtjUNmE\/qjDovzWVALQ47qtvLwVF2u91kNQ1SrVFvO+8mOJp375V1uGqY0mOmzZtmlUrbk3TIm4h6LCOZFvc28H33HdAndHivnDr1q2Zo1Q1q3LzkS0l3aiTvppNB4UHDhywyrKb74C1Fm8EQ9tZi8ejVN+CrStv1Km15ylV0lSH4w+bOUrVlgw2tRYJturatWu1iBbHqtDquE+P9jam1PhaanwY23BJXtORr6MxOEq1XvtRjdRsLRFZLRT\/DbAKacHJm7FuNKumu6Ub34j6oA7H7Wh1mlAPA7+r8TylBj3XRtAvy6Qfr0uovpqV04MxsrqhMay1ZiNTW5E2dSBx\/aKFNWK\/0\/QW5oo8tDquu3ewhBP\/6LCUFIIrs1JqYDEZxJdovTVb03rjFgqUqpZ1GAfCsprBKlRT4rbVdXd3S0yxUgPpB6fhUnmxUlXYsFJtlknZF2ocWlOp+lFO1Bg5rVSrY9tKm6VYqUZ8L5SbnNBOuA8\/Ox0fnDqiGlZq3JrIHKVmuqCgtZiohcZHqVokLZGyRqmqJgeN9ihVPVeFukap2m7ptWf+2VDN4lEqw1JoY9yVoeH4xFn4EY0vt72\/LqVmXvHUWoLLl5nXNAtai4lbiJXqP07Na6lpbWm64Fpq0Kvia6nabr6wplLT11J1cbmxUao+eIFS4w7HnyIeparDBUoNfilcP4W2xK3f0ZWInNu7DSs1vgsv4xgqDIRu69WRVrM1EbcQK9Wu3Nmsgjv+fhGtSDVVTT8GHznvyobakZV04q\/CTKVKlMEidr1SjQebJW+wH3QjXpfQ8xV5jyjMNaJrqdqkVpKpVFs88zJ99v4G0Mq4JKZNn4S3g7wNnpzlgVCAKuPe3ZkepbazFFpXqX6wOU6+UgHQ0rjLg9cTqDb+7Jh74gDVx3104EwCAABl4LrOc1UOAKAc3J5jvHQaAKAc3JcnLyUAAFAG7mhPfwIAAGXgdhw6nwAAQBm4M31DCQAAlIH7+z7ePQUAUA7u6vUbCQAAlIFbx3v8AQBKwt28mQAAQCm493d3JwAAUAbu4pVrCQAAlIH75IuzCQAAlIH75uyVBAAAysDt\/\/piAgAAZeAOfINSAQDKwX19mhN\/AIBycP\/68lwCAABl4Hr7rwZFfX19e\/bsOXHixEkAGPckUA9uw56eWKkzZsxYtmrN8tUvEgQxbuO553\/36p\/WJ1APbvjGzaBoaGjIlPrku90db3cRBDFuY+bKDU\/\/9qUE6k2bglIJgkCppeCuDd9AqQRBoNRScH\/b24NSCYJAqaXgzl26ilJHL6avPfiDiT\/92czfx7Pu+sWTEyZMmLbkg7jmL984dvvkB\/3ch1dt++73fmTTwuoEhTZtJb4dLW5hE7YWzbXWfJuqEyyubgTlKvSoEetJ0DEr1Io8vhtWWNxnbY1gcTXy0PKP4u0QdMymraSae0IrBkptALftq3MotflKlQtMJXFN+UUm8tMKFcpHMlesVHlNSk1X8Gb0gvN9UJdUrr6p3MtLE+nKWkvQk4I+x1sj3nTB4pl11GY1d4aWC5TaAO74qcsotclKlYDumDpdSlJNC434RqhUqS1Pqd5xFpoIBomBQ9PtWAvBp9DiWq+6dP\/T67XqoKt5fY63RsNK1Qes5s7QcoFSG8B98Z8+lNpkpUp5Dy7b4jWhmrdNujd9spx3viy\/qLWCUeptd061sB\/ve2qdN06gYIVGeUHJo2v2BoPBvFHqA7\/ZqJrBFsjrc7w1ggULtkNmHfuxmjtDywVKbQC37\/gFlNpkpUouabMElwVHMkqNryFmKlUy9b5uWKmBzjKvpcafVyWZfc7bGiMcpaJUlFo13MlzAyi1yUqVieIBlwnFJux\/aUsqqSnlPKWqzQnGLZ\/4a4jq6xfYPOhqZp\/ztsatKJUTf5Q6hriPPz+DUpupVN0CCgZWqqlCL51ipWpaDWYqVe2M5PZUZrn6lq4TK1UXNG1W0JPMPudtDW5PodQWxV0auI5SRy90Oi+mPLbMey3QX3C9UjeppEJh4ohv9ajNPKV649zKQ1Tqm6QZK7XgIaq4zwVbwyZipcbbgYeoUGrVcO\/t6kapBEGg1FJw9g+lEgSBUkvBvb2dtCkEQaDUcnCDV4dRKkEQKLUU3Ob9p1EqQRAotRTcqQuDmUrteHrlzEUEQYzjmPdM57yFCdSD23WkN1Opz753mCCI8Rxzn3+z85lVCdSDO9zVz4k\/QRCc+JeCO9R1CaUSBIFSS8HtPtKLUgmCQKml4HouDKLUciPOz1TXsnHWj\/jLo\/V+n115Um7x27RqpLjZuHvaLAVfHiX1CUptA9wWHqIqO+IsosUuK7ZJXoqTZqYI0boaWyTeLMqWglKrHCi1AdzAEI\/6l6\/UvGSgyvchV2ZmALEWao4E5ayaLacbsQmfP99mxe96snLprGBd3\/\/xXT5RluXw983GayxWavxWGCNIWBXPijuvLawRtErIooJSxwS3fgdfSG3GKFVpRpW\/Ln5tSeYArWa66JG0rAklkQoyYFkjOjevqVT1J\/3GFF9BJTVP\/FVfnQ\/SqsazCjofZMu2muT6Q6lZkDalBaMg170MFbzy08+qU6kySO2WY7cGldMjvppKlafUWjxaLB6l5r3OIHhFVTCroPNBXkHS\/aHUscL9eWcXSh21UWrtTMk2LffJJtJT+uS6WKnFLY+2Uq2C2h+JUvV2gMmPLQtMqgmrH8wq7jxv9EOpVcD1D5KCehSVqsg8PQ9y5jd2e6pmywVKbeDEP1bqQ8u3qtBaqGuUOun+Dl8oFWoj6HNpVkHn1f4jq3f4Er3lpZo7SUsESm0At\/UAL0pphlLjGzjx7Red51oLI3+IaiQt5ylVc3V7qrFRqlqwO1cS4kgeovIC1YKZQ3XNyux8fHvKqnHWj1LHCvfteV7nN65DzzPxABOBUm8dt\/cYL50e75EeP3KmTKDUW8EdPNmHUgmCQKml4I72XEapBEGg1FJwOw6dR6kEQaDUUnBn+4Yyldq5dnfHy7sIghi3MfO51xc8uyKBenAb953KVOrsxasIghjP0bFg6eyFzyVQD+7q9Ruc+BMEwYl\/Kbh120ibQhAESi0Hd+PmTZRKEARKLQX3wafdKJUgCJRaCu7C5WsotbJZAUf7G6h1hrINKAN07TemFGSJVgqC+Iv5ZPhHqS2K++TgWZRa5dcBVEqpSjSlrsqGvjzPwumkWY+u2edzRClRlrqkysqHQqY+lNpauG\/OXEGpFVRqplw0V+NZXyFdks50Z3P9Unc\/vFhDS+8vn5xf9YP8qrKnzwIVuzLIvHfbpHtVreYHfGDpRqscJ96Ps2jb2hmlotTWwn124iJKrWZWQJOLEoBKQD4pteSodKh+QZUE+Zs1AFSO0eAdJHrTSZwBurifvuZI3sDqW5YuY6VqwGuFVtn+DHDij1JbDpRadaX+fP6bE1L4TPiqFgwwNVBVU8pLnZm22St40n0dfjwrvJRjS+Ylzy9WqlYky8dKlXN9O1xLRaktijvBiX+FlZoek2ZWU82gpAGlBifgxUpVsyNRapBaO1BqfOWUF1Cj1NbF\/ZPbU9W+PRXcurEJjRDjEi1VU6nxiX+Q9j9TqXK3qgVKzbs8Kp9aqNu6TOFL\/Efgnf4otaXhIaoWeIjKG7Pg9pS0pdtNxUqNb09JalqvlFrXQ1SxUr03896PEgxRDRWiVJTaitij\/j0olSgl5FCzKm\/Pb4NAqXwhlRj78Hfqq9k3AqWSNoUgCJTaMrhrJPcjCAKllpiCGqUSBIFSR\/dFKTOfWjZjIUEQ4zjmLOqctzCBenDbc17n9+xfji0liKyYv+LNOS9srmbfRi\/mLFm9+N3D1ezbKMW8Fes6F69MoB7cMV46TdQZM5e\/89Taf1Szb6MXMzpmL3p\/fB0UnPg3gDt4sg+lEigVpaLUUnB7j19AqQRKRakotRTct+cG2l6p9mWeZmYy9rmW7UtE1dwa1VRq5vdWixNax6kAlGywJZSq7xkb9WYE10fWV4G116HUscVt\/fxMeytVx6r22uZkP0GpDfyaZEMlCqip1LiRllCqMt009p4FKTXY61DqmOP6B663t1J9+o87pk7XDhe\/DSlORKKdXnXSB3OQ+SmdDz+91EPLt1p9DUOquX2qqdS0cbR5lbPqtjunWgRZVywLYnprV1mpysWVuRH8uwxsbvw2B+1dtj+nR6n3zlqT3ldR6hji3tvV1cZKlQcfXLZFf9U1KCjIkx8kcNIbk\/KUmk58p\/GCr6b9vm2++d4EpWr7W8Te9BtTi2jI1iqjVPUzs9x\/Xj9tHyoz0a0tG+xajFIrgrN\/baxUHWzpMWbxSVNcooM5U6lqSosEifU0wqrmJqqyUu95YoUfeAor0W9Bv1N780o7KdWkqQGpSL+zS9sHpVYQ9872dk6botP59GlR05Sqy4JtZtUmKDXe5jrtaAOl6sS\/WKnxOw5QavVxA1eH21Wp2kGDc0mVy4P2fqcgT74qp8\/oNWHlI1Gqdne\/RpTawO2p4HUDdnm6DU78825PaSJdmH4JAif+1cdt2X+6XZWqvTYe4DRwe8qX6O5HgVLT77W3mmq2bbIyN+0hKv3Wim9PBZd3qn97Ku8hKkkzqFB8e0p\/crg9VQVcz4XBdlUq0UJKrX7wqD+MBLf7SC9KJVAqSkWppeAOdV1CqQRKRakotSyl9qNUAqWiVJTKiT+BUlEqSq0W7lTO7anZL2+f+eI2gsiIX780d\/nrFe3bqMWMjlnz1la0b6MVS1+dv+T5BOrBbc55iKpz4VKCyIyOJ+fNWrS8mn0bvZjZMWvWr56pZt9G7Rc9f\/ac+QmU8qj\/7R2b5\/3xswVvHCCIdDyyevemTZvWr19\/z+JPqtnD0Yg7533U2dn5k9mbO\/+wv5o9LD2mv7Dn8ZUfvvbaawmU8oXUHz2x8e4FH2\/c250ApPj4wGmv1B8+\/l\/2zvSrquuMw\/vvatM2tk2iTeJKo42apKa17UrSNKY2UREVEC9XJlFAMMYhGqJ1nkgcABmugCCDzCCiKCqTILPM7m5717qLde85uDjZd+Wsc55n\/T4k315EHu8+h\/17r279vrbr6bh0Af9IL1dKVV\/ya1uunbvxULqAW\/eeolSdtSlKqeovkMrmrJrH\/c8kQIhSVV7dlHfy+gPpdAJK9Wfdgao7ncPS0aBUzeV+AaWqvL71mgQIUWogXx2qlo4mSKkqr2zIOe67L50LSrWGGH42Pb9S1VOV\/uFJCWCk1MVR+RfLH0mnE6TUTUdqHj4Zk44GpWpelKKUqt4\/FNb3SAATpcadaBgYdcU\/twGlvrWt8FLlY+kCUKrmdX7qFefs8+cSwESpSWeapGvwK1U9ARsZn5buAKVaQ9wyWTr9552lEsBcqS558T1XqasSfdI1oFRriMaOIZQKKBWlolQtiLvdoygVUCpKRalaEDda+lAqoFSUilK1IPqGJ1EqoFSUilK1IK5Ud6NUQKkoFaVqQUzNzKJUQKkoFaVqQZwufYRSAaWiVJSqBTE7+xylAkpFqShVC+JSVZehUt+MKfCebCAkKGv3VfqV+vGecntOGI74+1KXeYvsOV448uXBapRqAfF0xPiNfzqACXH\/J91lREREJCcnp7uJHTt2eL1eCQtBFDf3GSp1TUrRx6k+QkKzb9++pKQke84WvqgveXX8VXvOFqas33kyJSVFwkIQ93vHzJqo9vxwu3dwgpC5UVV+\/oP\/O56i\/Lpuew6pPX\/ZfcPfRJV0ttmeE2pPYV0PB38LiPr7g\/P0pa5JLau80y8BTPpSUy+2TM84v7Fsbl\/qysRiX4PzSy95PWUNUTuvUv3Zdb5ZApi0+i\/f4cuv7ZaOJqiC2g1dsSjVGuJB79hLlXrgapsEMFHqX3ffqGh1+FEmVKlp2S0zs07+eI5SrSGuNz2ZR6lffFN5+7HD15bBT1Hqody70gXMVar6b6Ub6XRQqjXE4OiUoVLVtrIzJR0SwESpHySXtDl9S2ioUrPy70l3gFKtIX6s7DRU6qrEYgnA7ak5Sl3uLZKuAaVaQ6j9UlxIBZTKhVSUSm0KhIBSUSpK\/VkRk9OU+wFKRakoVQ8i5xYV1IBSUSpK1YPoHZpAqYBSUSpK1YIou92PUgGlolSUqgXR1jWCUgGlolSUqgXR9HAYpQJKRakoVQui+u6A2a\/6P+5\/RkhQlEn9Sj2cd9eeE4YjH+26oZS6MsFnz\/HCkbyaLpRqAaH+7AyV+vke3z\/TCDHIsWPHUlNTN6ZnuyqbN29em5Zrz+9ImBKdeSEzM1PCQhAF9b2GSs0EMGH79u2xsbGZLkN9SlWLUjLdhFqHo77XEhaCGBmfNlTqok15nhMNSWeaCJmbdfur\/Af\/FQnF9pwwHHlzW4FS6m8j82KO1dlzQu3ZePgWB38LiAvlj83K\/ZZEF2SXP5IAJuV+EYdvvejbdQGBJqrfROSe8D2QLoDXU9YQUjFvBfX6Q9XtPaMSwKgvVf09+b6gXTqdoArqz\/ZWNHYMSkeDUq0hzpU9emmr\/1vbCiVAiFIDifyuRjqa0FZ\/9RDgVLGTP66iVGuIsYmZ+ZWacLpx5Nm0BDBS6tLthVeqOqXTCVJq9NG6noFx6WhQqjXEtboeM6V+uLO0tPmJBDBRatLZprEJV\/xzG1Dqu15fXk2XdAEo1Rqi6+m4oVLVK04JYK5UV+3N9Sv1jahrU9Oz0h2gVGuIyranXEgFLqRyIRWlakG0POKOP6BUlIpS9SBaO2miApSKUlGqHsTNVvpSAaWiVJSqB9EzSKs\/oFSUilL1IHJrelAqoFSUilK1IManZlAqoFSUilK1IM6wxx9QKkpFqRprU1AqoFSUilK1ILIrOg2V+oeYAnWRmZCgfJp506\/UNall9pwwHFkSna+UusxbZM\/xwpG1+ypRqgXE0LMpQ6WmAJigKv1V33uKy4iIiIiPj09xEx6Px+v1SlgIoqjhifHBP6loTYqPkNAcPHhQ\/bzZc7bwJTEx8QPvVXvOFqasTzm9e\/duCQtBPOx7ZtZElZZ9e2hsipC5uVzV6T\/4L40tzK\/ttueQ2qOecvibqBLONPYNT9hzSL0paXrCwd8CoubewDx9qR8ml9DvB\/P0paolRaMu6Peb25f6bpwr+v14PWUN0dAx9NJW\/\/jTjRLApNX\/7djCy05voQ5t9Y86Wtft6BZqlGoNca979KVK\/S7\/ngQwUerHe8pr2wekowlV6teX70hHg1KtIUpb+uZR6oZvq++zyw9MlPqL9Tlu2OUXpNR\/fV3R5PRdfijVMqJveNJQqb\/amJN9k43TYKrUj1JKO9yxcTqgVPU548R1J6\/wQ6k\/HXGlustQqe8nlUgAbk\/NUeqfdhRJ14BSrSGmZ55zIRVQKhdSUaoWxGlqUwClolSUqgkxM8unVECpKBWl6kFcrupCqYBSUSpK1YLoH5lEqYBSUSpK1YIoae5DqYBSUSpK1YJo7xlFqYBSUSpK1YKofzCEUgGlolSUqgVR2z5oqNSVicX3ukcICcrJ6w\/8St1\/tc2eE4Yjq1NKlVJXJvjsOV44cqnyMUq1gOh4Mmao1Oi92VsyLhISmqysLFVBvXZPkasSGRm5Lu2qPWcLU2Iyz2dkZEhYCMLXaNzqvx\/ABI\/Hs23btv0uIyoqateuXfvdhNfrVUtxJCwEMThmvHvq1U15qiY17WILIXOz4dtb\/oP\/qsRie04YjqhOWHXwXxSZ6zlRb88JtWdrVq1n71kO\/gtF\/FDRaVbu97vNeWdKOiSASbnfugNVdzqHpQuYW+6X5Y76YPV6CqXq3OMfqKD+4pvK249d8WMD1iqoD+XelU4nqIJa\/a8yjnQ0KFVDbYpZq\/8f41z0uyOwUKWqxByrk44mtNV\/cVT+hXInFwqjVGuIianZ+ZW663zz5PSsBDBS6vIdPrUnVTqdIKXGnWgYGJ2UjgalWkPk1HSbKVUt2q280y8BTJSaerHlRd+uCwgodWVisa+hV7oAlGoN0Ts4YajUt7YVSgBzpaZl35auwa\/UxVHXpGtAqdYQ5a39XEgFLqRyIRWlakHc6RxBqYBSUSpK1YJofjSMUgGlolSUqgVR1fYUpQJKRakoVQui8+k4SgWUilJRqhZEfl0vSgWUilJRqhbE6Pg0SgWUilJRqhbE+fLHKBVQKkpFqdpqU1AqoFSUilK1IM6XGX9KXRJdsPHwLUKC8ve0Mr9S1e4Qe04YjrwRla+UuiyuyJ7jhSOfZNxEqRYQoxPGz1ITAEyIiYmJi4tLcBkREREejyfBTajdDV6vV4KWN\/4r4wtXJ\/sICc2RI0fS0tLsOVv4ohSzIi7HnrOFKet3n0tPT5eg5fdSVRPV7gstE5Mzk1OzhASSV9PlP\/i\/ua0gv7bLnkNqj3rc4W+i8p5s6B+ZtOeQelPR2seGVG23pwJ9qe\/FXy+s75EAoeV+gebQEYc3hwb1paqSNrWQWTod9vhruONv1uofe7xeApi0+r+h+u3LnNxvb9jqv+nIrRcL250LStXcRBVQ6q8jco\/77ksAE6V+vq+i+eGQdDQBpbpn4xZK1dmXGlDqlqzazv5nEsBIqYs25Z0qfiBdwFyl\/udAVVvniHQ6KNUaosek1V99OL1a3SkBTJS6JvVG98C4dAd+pf5yfY57LjigVGuIXJPdUx8kl0gAbk\/NUep78e66PYVSLW5I5UIqoFQupKJUbXv8USqgVJSKUqlNgRBQKkpFqT8r4oeKTpQKKBWlolQtiMGxKZQKKBWlolQtCF\/jE5QKKBWlolQtCHWpDqUCSkWpKFULoqZ9EKUCSkWpKFULouHBkKFSVyRcVxe3CQnK0cJ2v1L3Xmq154ThyIc7S5RSV8T77DleOHKh7CFKtYBo7xk1VOpXewvXZRBiEFVBnZycbM\/ZwpfIyMiv0q\/Yc7YwJSbjDBXUC0WUNPcZKvUwgAlqS4paoXHYZURHR6tdBofdRHx8vPpGS1gIQlWUGyr11U25yWeb9l2+Q8jcbP6uxn\/wX5VUbM8Jw5Gl24vUwX\/RptwdpxrtOaH2xP63noO\/BcTlqi6zcr9XNuQcK6IpFUzL\/T7bW9HYMShdwNxyvwM5bdIF8HrKGmJm9vn8FdSfZt6svz8gAUwqqL++1CqdTlAF9Ue7Sstv90lHg1I11KaYLUpZmVgsAUyUqrLjVIN0NKGt\/ku3F16pcnKhMEq1hpieecmn1Iwfnf8ZBCwr9f2kkuKmXul0gpSadLZpbGJGOhqUag1xudr0WeonGTfrOPKDuVL3uuDIH6TU1SmlZU4\/8qPUn4LoHzZ+4\/92bKEEMFeqq44vfqUuic6XrgGlWkOUtvRxIRW4kMqFVJSqBXGvexSlAkpFqShVC6KhYwilAkpFqShVC6Lm3gBKBZSKUlGqFsTDJ89QKqBUlIpStSCKaPUHlIpSUaomxBC7pwClolSUqgmRzYZUQKkoFaWyxx8MQKkoFaX+rIgzJrUpi6Py\/72\/kpCgqBImv1LV7X57ThiOvLb1mlLqu3GF9hwvHPlbahlKtYAYn5oxVKoHwISoqChV7O9xGRERER6Xob7RXq9XwkIQuTU9hkpd7i1clVBESGjUJ5fMzMyV8TYdL0xRW0OWbc+x52xhSmzaUfVVS1gIomdwwqyJaue55vFJhzeYgeVnqerRUF5Nl3QHgSaq7cfrXzQNuQD1LNWz96xSgYSFIG629s\/Tl\/qOpyin2i0\/NmChLzX6aF3PwLh0OnP7Ul\/fmn\/eBa\/mUKo1RGvnyEtb\/bdm1UoAk1b\/RZF5p4ofSEcT2ur\/5YGqu10j0rn4lcrrqYUiWh4Nz6\/U32+5dra0QwKYKPXLg9XOlkuoUtVPx\/cF7dLRoFRriMq2p\/MoVS2e7Rv6H3tn99LmFcfx859tN2O7Guymu9gYg0FhNxuDXXQFW6UDrcwJ7excS50b2m6dL9VVq42mtTYajUGN0byrMe9vT2JefPLqbz8JiNTENC6lkvP98CPIk\/OccyDxQ845z\/mdLAFQSakfXtM+1jf\/EPg1pV7pX90LZ6jZgVLPh\/ArakWlvndF89wUJACqKPXyL3olJcVCzbFS+Rj2CYOP5ABKPR9CawpVVOrnXToCALunTij10w65dk9BqedAZLJFbEgFUCo2pEKpDUGM6n1QKoBSoVQoFWlTwCmgVCgVSn2niLEl\/EoFUCqUCqU2BpFSC1AqgFKhVCi1IYjnG2EoFUCpUCqU2hCEL4bj\/ACUCqVCqY1BGF04dBpAqW+k1Esdc1pTUJLo07ig1HMgLJ7Ke\/wvdcyvbisIxGvRP+MqK\/X2v7aL2cO3EZ\/9pGOlKopCMqHT6ZCJql6EM1ApExXTq\/3+DgJRIfr6+jo7Oy9m395eXL169c\/pjVgqp7NEd0LpDXdibSe+F8m83IwkMvnysZhDC55svvRsNRhKZPW2mMOfsniSK07FH1O1plBaLZQfA+fXdLbAV\/yKyu9yGS65ZIvxXXwv18D1EBHXyTVz\/dwKt8UtcrvcOvdh0hgolg65WKF4+NQYiCaPerUdTJvd+6vbcU\/kYM4c3s\/kx5fLvfKq+aJm7ahXS\/aY3Z+yeo96xa3PmkKZbHFE7yWix0u+lFrgxRWeDDS6lC3P\/thTLZRaL4I\/+IpKHRgYGASgEnx4Rmtr66BkfNPW2\/KHwRM9GHjhNjoVNhR7bX0n8fvsTjCu3hyxElHLoJm9eXvC4QqmH73yLFqjrDZWlcWb\/G3apaRyN\/7eIiJ+5b\/5Cl\/nd7kMl+TyfBffyzVwPUR0c9jKNXP967sJbotb5Ha5de5D15gtXyxxsVyh1D1uZ+cOzrkNDmVmPTSx4t\/YTfTN7LBA24ctRHTtgZld2TPpdAZS\/+g8LF\/W9Kjea\/Mle6dc8XS+7a9NIvrx0VYsmbv3bPtIpss+dusTg7\/lzhiBehDh\/cpZ\/d\/\/QdM9Zumf3UYgTkbrA9PxcX4Xs4cND07ETkTf9a1Jks\/\/mBfm8P2ZJs9h2HAEDzTOSO7H3ycCoEpyP160WXU1\/\/RiOYWQO5zhUTbJRPKgEEZuzzoRPHA4OwX1V7f0RmeMAKiSgvrWuLVYambXlJX6SbsuKMGRMCcZX\/a1D1kI1IPgqeuaB6V88TMeqAJVlcrRNdrM\/3hIdAneHHF4SGcr9d60kwCootQvuxeX7VFqaspK\/eD6XECR61fq8IL3+kMzgXoQT1b81ZT67d0Vm3efAKii1PsaF0lAWanRZK7U1PMbp1FzRZ5OJVAPIpHOV1TqxzfmCIDqSr075SA5KCv1cs9KRLK1Gs1aqGcSg9T6EPNbEWxIBdiQWlOpBoeSzZdIJoJx1eFv8rNvG45wRzJQKoBSayqV177j6TzJxLI9NrQgy6fcKARv\/4BSAZRaU6m87yityjWxaPeldJYmX3tsOGLDDaUCKLW2Uh\/O78mmVKs3Ob8ZIVAPYjeEgT+AUmsrtXPEmpBs4G9wKCOLXgL1IF5ZolAqgFJrKlVvi8m2PBVQVJsvSaAehJLKQakASq2p1K97jRHJ0qbMrod+nZLi0eMGIjhpGJQKoNSaSg0lss2dyuA0mWwxkZFrruP\/I\/hbAqUCKLWmUj9qexmQLG0KT6S2\/cfe+b80EcZx\/P6vfgqiqKiEsjWKol+ioLBfbNayjfL2xTXIIKuVOKHSawmBtCTSa3O2mrZT4fpGWB3GkcTEsokiPr7PBw4Z3nSHA7l9Xnx4eHb3ued5fvrw3LPj\/e5RGbElsil7mgfPtecoKEoCMqm8pMJKZ3uucMtjr09mBLE5hMWl9cX9fARhgdfrFUXRU318leCpMqevdbqj7\/BdEUTy+\/M6ZPNxzgizE0\/XBBxKXJHsMmO7\/emZucUz7aNwKwk8+wRDlCdpDar7EO1veKjohflDYoYxdlDMoN\/wQMF13O1Oa9DYRz6ewrMYAeMgDWNO\/p7D+IMT05gLM77M65gdazh56z3+K0NacWHpVFsOOvz+bjU5qscHvt9JfoN0dGN8\/Mf0\/\/rWLN9fF\/4tnL37Ad6dod7PvdmpniEt+vwLrFkuxBQcaBxoMVZVFxyGRcrFjjF8i9rW9xU2Adcl9Wgky4hKEPrz60tQ192Q3eE0BUVJuEIpSZJisVh9ILU9V1iNOBJItYjBw2IKvn7u1gy26jz4zxM3h4+hjb51hdEafeN6hKcZneM8AW3YSEOLvlUaRnDxNPSRsJpmzsh\/mtOhNcexuSrcWjOdmYZO0335dofEiEoQoK9jpUQVTKizdDhNWJyl7ro6kBz5xWoDbjoN8a3mR+N6ochqAPjCwsSQTKcrRcCrRxm91H1+uS9H3\/oSlnqpTXEFXnLM6ZglFQFbtqdDP5nToZJqDwGmjBuq+l\/qVBhBWKj672h89fiNw03fzJJqxvl7Ix81J6sJU0m1h6Bqs+VL6n6\/\/KJm3u8IGyX1StfY1B+Hb1RLSurOy68TGYdvVKmk2kNQJmfKlNRQQv1bpONUgq20d29PUVwJAMbPs3+Cj3nx2SefNJW9VB6yVgxRErd23Y21tZa7tVVqmQKHVTEwwmBkzeKNRV2zSWUNRlRETbgYGEAIogRFEBHvw00ucnEUDZw92lVd7NANM+2Z1Ez396vzQJVC9dR0fzN9O22Z1OWfVJ9v9sTH7cykbvuy1QvP9SOpzogHg2Gb5\/hX1rczCQ1sk6ou2PTOzExGUpemlVe09EpvIKnOiJq2Ae6eAndPRZPUDwNB6Rkk1RkxFn5BUkFSo0nq6jySinmI0qYekgqSSlJJqhZCSklSQVJJKknVQqjJZkgqSCpJJalaCDXtAkkFSSWpJFULUdnaT1JBUkkqSdVCqIuWSSpIKkklqVqIpq5hkgqSSlJJqhbiZmjcMqmrcmobOwcZjIhR9N0tI6n5pzoScwnjMdT0oyqpqbnBxFy8eIyvqu+QVAdEZ2jMMqm+g5VpBxgMi3Ho0KFAIJCYyxa\/4fP50grKEnPZ4jR2FBzbs2ePRCzEJZsd\/2LARk5OTmZmZrHHZGVlFRYWFntJIBBQr1oiFqLX5vSUmmf3s9Ibx4J3GYyZw\/91m7Hjrx62kZhLGI+R4g+qHf830ys+LelIzCXUPnaf7GDH3wFR1do\/x+R+\/\/q2SwI2k\/v94R8Xf+gclB4wc3K\/PadvvHwIpttxekrzpf7mFNTq1H\/DDWb5g+0U1J+WtL9ci1wtYgrq93cGq1r7pKuRVA03pNo9KOVP\/2yUgE1S1Sg40yldzUyqOdRxj7rrA9K9SKrmaVPMpH5edVsCNkn9894ffrw9LN0uIqkHzt2UbkdSnRGnm0J2Sf34yJU7fRMSsEnqF9+7\/Cl+s5P61wOXrt97LD2ApDojxp9aT0H9bnaNBOyTerj8lvQMI6nvZF6QnkFSnRHV13hQCrghlRtSSaoe4uFQmKSCpJJUkqqFuNI9QlJBUkkqSdVCtD8YJakgqSSVpGohunsnSCpIKkklqVqIhs4hkgqSSlJJqhbi0egzkgqSSlJJqhbiu5Y+kgqSSlJJqhZi8sUUSQVJJakkVQvxzUXraVN+vbVq7WcNDEbEWJVbayT1PX8wMZcwHuMXvkqV1BR\/dWIuXjzGh3l1JNUBMTU9bZnUjIwMH2AlPT3d7\/f7PEZtFNnZ2T4v2bJly86dOyViIc4291om9Z3M71fn1TIYEWNVTvDEiRNHjhxRX9kScwnjMVZkVWdlZS3PrEjMxYvHSM0NZu09VlRUJBELMTLx3G4mqh3\/vfryegDA6ljqW1sqT3nmcKo5E1Xa0ZZ7A56Ynk0dS80+UMKOf6xEXfujOeZL\/VVGVcnF+xKwmS9106HLt3rHpduZSVVDbRpfemBWQ5LqjLg78GTeWf03FF2WgP2s\/v+u7JauNjOpHpl7m6Q6I67efTx3Ut\/z11S09ErAJqmZX13tf\/xUulpEUt\/eduF0o8sPepDUuCQ1\/1THs+fufxgkHCTVI0+1m53U7K\/bhscnpduRVM07\/m\/5Ki91DUnAJql\/O3jJC89enpnUZWnlwbZ+6Q0k1fnpKe6eAndPcfcUSdV2ERVJBUklqSRV26X+JBUklaSSVG03pJJUkFSSSlK1TZtCUkFSSSpJZXI\/zEJSSSpJnQdTUCN6JJWkktR58KAURI+kklSSOg8e54fokVSSSlJ10P\/Q6fdzgmrjYTAixv6zN42k5p1oT8wljMf4IFCnkpqa66GN4mjVbZLqgGh\/MGqZ1L8XVvgOljMYs0dhYWFubm5iLlsch8+Xs\/eLvIPF3hn5BQfz8\/MlYiGudI9YJrWkpOQkYEX1dPv27Sc9xu\/3Hz58+KSX7Nq1S71qiViIh0Nhy6S+mV5RUNapjpcxGDOH2t83dvx\/u6s+MZcwHkPNuaU2imXpFWputsRcQu2j4EynepyfetUSsRDV1wbmmNxvb1nn9LQELCf3W51XV3t9QHqAOj2lNgpjcj\/1oTLx9IV0O3V6iqQ6IMafvph7CuoPArU117wyoRkcTEHtL24bmXD5\/KFmUo2x\/JPq880h6Wo8x98ZcbopNO+DUv5yoEkC9g9KKTzfJV3NTKo5\/rinoenmoHQvkuqMkIp9UpelVRwL3pWATVLVRNTt90el20Uk9UiFy5+1RVIdEyUND+2SmvGfH0NDYQlYJXVpWnlx7T3pDWZSNxZd7uoZkx5AUp0R4cmfLJO6IrtGAvZJ\/bzqtvQMI6m\/2XFBegZJdUZUtfZzQyq4IZUbUkmqFqJ35ClJBUklqSRVC3Gpa5ikgqSSVJKqhegMjZFUkNRojqWSVMxL3AyNk1SQVJJKUrUQTez4g6SSVJKqiejj9BRIKkklqZqISi6iAkklqSRV46X+JBUklaQyE1V8b0h9e9uF3++uZzAiRsrOYHl5+fHjx9\/Nrvnd7nqPjF9mVL18epC\/OjEXLx5jVU7w4\/1VJFXbtCkZGRlpgI2VK1cKj1myZMmiRYuElyxYsGDDhg0SsRClTT2WSX0C2CgtLT169OiQx6hnw7S0tAx5iTrCo161RCzEWNhiCmq+7WMOxrFU6TFqoxgeHpZeUl9fTwpiJWraBkgqSCpJJalaiAeDYZIKkkpSLZPKRVSxEi23R14zqcXFxW\/8P3VIOxwOyxkCgYD6b3IWtY6uXbu2q8vlj9lwmWiSqlYAtRq88crLtz55qHUyJSXFXI1jSmpjY6PxktVfSK7+mluxegkk9XWI6\/dHHSTVbhNS74fdP5FU14gmqertDgQCV1\/ZunVrEr3Fxse\/uT7bJdVuZVav9+zZs+oX1d+RSUK9O2rJ1fKrxTY+SEiqY6K7b0J7Us1vKEuXLlXvllpBzZ\/Nj3FF\/WwmVf2fGd9weTpLQosyqYrqSxLF1PyKqtZM81MhpqSqtTcUCqmkyqSiXqmx3ZnbI0l1TDTcGNSe1MArxn6QWkF7enrMb6nGfzDXV+MtbG5uNt5I849IJLCYdvyT6MtaxG6TGRr5ipovNcodf\/XtIbk+SMwPD\/MThaQ6JgbHJvUm1fzBXEHb2trMpJqrnbGxmWuw+pmvqMki+tNT6luquoI1iRLjKKmRG4Lxi0n0WUJSNRLfXun72ZJq\/JNirHYzk2r+haQ7m+FBMSXVOKqTLO+p5Y5\/rElVO\/7GQYBkOUPFjr9G4vlPUz\/bjn9Edmfu+Bvrn\/G7ybL5eda8STXfx6uvJNfBHGenp8yTPMaxVPWLSbTLxekpjcQ3Fx\/G+\/SUsZpGnKpS+4PGsXzjU1H9IqenkoWR1CgvRUrGw6lqyc3Ftk2q\/aVISXo41VxsLqJ6HWJqappL\/aE3qaakO+P\/+pf6h8PhpDvjz6X+Golzl3tJKrh7irunSKoWYnh8kqSCpJJUkqqFqOsYJKkgqSSVpGoh7vY\/IamINanr1q37yGM2b968YsWKj7xk\/fr1pCBW4tq9x5ZJPQfY2L9\/f2pqqvCYxYsXL1y4UHjMxo0bJWIhWu9YJLWsrOzMmTNlgJV9+\/appG7ynjVr1mzyGPXdXCIW4t7AEwkA0EHUtj+SAAAdxOOJ5xIAoIMoa+6RAAAdxPS0BADomzYFAKCDmHwxJQEAOojylj4JANBBDIw+kwAAHURj55AEAOggbvWOSwCADqLjwZgEAOggLnePSACADv8DuwDPRjPrZJQAAAAASUVORK5CYII=\" width=\"454px\" alt=\"how to calculate retained earnings on balance sheet\"\/><\/p>\n<p><h2>How Do You Prepare a Retained Earnings Statement?<\/h2>\n<\/p>\n<p><p>Retained earnings are the residual net profits after distributing dividends to the stockholders. As stated earlier, dividends are paid out of retained earnings of the company. Both cash and stock dividends lead to a decrease in the retained earnings of the company. Thus, retained earnings are the profits of your business that remain after the dividend payments have been made to the shareholders since its inception. So, each time your business makes a net profit, the retained earnings of your business increase.<\/p>\n<\/p>\n<p><h2>Can retained earnings be negative?<\/h2>\n<\/p>\n<p><p>That is the amount of residual net income that is not distributed as dividends but is reinvested or \u2018ploughed back\u2019 into the company. One way to assess how successful a company is in using retained money&nbsp;is to look at a key factor called retained earnings to market value. It is calculated over a period of time (usually a couple of years) and assesses the change in stock price against the net earnings retained by the company. In the final step of building the roll-forward schedule, the issuance of dividends to equity shareholders is subtracted to arrive at the current period\u2019s retained earnings balance (i.e., the end of the period).<\/p>\n<\/p>\n<p><h2>Real Company Example: Coca-Cola Retained Earnings Calculation<\/h2>\n<\/p>\n<p><p>To calculate RE, the beginning RE balance is added to the net income or reduced by a net loss and then dividend payouts are subtracted. A summary report called a statement of retained earnings is also maintained, outlining the changes in <a href=\"https:\/\/www.online-accounting.net\/what-is-depreciation-expense-and-how-to-calculate-it\/\">https:\/\/www.online-accounting.net\/what-is-depreciation-expense-and-how-to-calculate-it\/<\/a> RE for a specific period. A company\u2019s retained earnings balance can be found on the shareholder\u2019s equity section of the balance sheet (one of the 3 core financial statements), which can be found in the company&#8217;s annual report or website.<\/p>\n<\/p>\n<p><p>You\u2019ll want to find the financial statements section of a company\u2019s annual report in order to find a company\u2019s retained earnings balance and all the supporting figures you\u2019ll need to complete the calculation. As stated earlier, there is no change in the shareholder\u2019s when stock dividends are paid out. However, you need <a href=\"https:\/\/www.online-accounting.net\/audit-procedures-definition\/\">audit procedures<\/a> to transfer the amount from the retained earnings part of the balance sheet to the paid-in capital. Now, how much amount is transferred to the paid-in capital depends upon whether the company has issued a small or a large stock dividend. There can be cases where a company may have a negative retained earnings balance.<\/p>\n<\/p>\n<p><p>In terms of financial statements, you can find  your retained earnings account (sometimes called Member Capital) on your balance sheet in the equity section, alongside shareholders\u2019  equity. In rare cases, companies include retained <a href=\"https:\/\/www.online-accounting.net\/\">https:\/\/www.online-accounting.net\/<\/a> earnings on their income statements. After adding the current period net profit to or subtracting net loss from the beginning period retained earnings, subtract cash and stock dividends paid by the company during the year.<\/p>\n<\/p>\n<p><p>Get instant access to lessons taught by experienced private equity pros and bulge bracket investment bankers including financial statement modeling, DCF, M&amp;A, LBO, Comps and Excel Modeling. To find the current retained earnings of the company, we can add the increase in retained earnings to its opening balance. Usually, this is calculated using data taken from multiple periods and involves dividing the earnings per share (EPS) by the retained earnings per share. Since idle money does not gain value over time without being invested, it may quickly deteriorate in value. Therefore, it is typically more beneficial for a company to use the money to invest in new assets and expand the company, issue dividends, or pay off loans. Strong financial and accounting acumen is required when assessing the financial potential of a company.<\/p>\n<\/p>\n<p><p>Retained earnings are related to net (as opposed to gross) income because they are the net income amount saved by a company over time. When you prepare your financial statements, you need to calculate retained earnings and report the total on the balance sheet. Once your cost of goods sold, expenses, and any liabilities are covered, you have to pay out cash dividends to shareholders. The money that\u2019s left after you\u2019ve paid your shareholders is held onto (or \u201cretained\u201d) by the business. With this retained earnings calculator, you can easily calculate how much money a company has left to reinvest into its business. Retained earnings is useful when analyzing the financial health of the company.<\/p>\n<\/p>\n<p><p>Owners&#8217; equity or shareholders&#8217; equity is what&#8217;s left after you subtract all the liabilities from the assets. If, say, the business has $250,000 in assets and $125,000 in liabilities, the shareholders&#8217; equity is $125,000. The accounts receivable turnover ratio is a simple formula to calculate how quickly your clients pay. Shareholders equity\u2014also stockholders\u2019 equity\u2014is important if you are selling your business, or planning to bring on new investors. In that case, they\u2019ll look at your stockholders\u2019 equity in order to measure your company\u2019s worth.<\/p>\n<\/p>\n<ol>\n<li>As an investor, one would like to know much more\u2014such as the returns that the retained earnings have generated and if they were better than any\u00a0alternative investments.<\/li>\n<li>On the other hand, when a company generates surplus income, a portion of the long-term shareholders may expect some regular income in the form of dividends as a reward for putting their money into the company.<\/li>\n<li>Retained earnings is useful when analyzing the financial health of the company.<\/li>\n<li>If you don\u2019t pay dividends, you can ignore this part and substitute $0 for this portion of the retained earnings formula.<\/li>\n<li>Also, this outflow of cash would lead to a reduction in the retained earnings of the company as dividends are paid out of retained earnings.<\/li>\n<li>However, retained earnings is not a pool of money that&#8217;s sitting in an account.<\/li>\n<\/ol>\n<p><p>At the end of the period, you can calculate your final Retained Earnings balance for the balance sheet by taking the beginning period, adding any net income or net loss, and subtracting any dividends. Retained are part of your total assets, though\u2014so you\u2019ll include them alongside your other liabilities if you use the equation above. Let\u2019s say that in March, business continues roaring along, and you make another $10,000 in profit. Since you\u2019re thinking of keeping that money for reinvestment in the business, you forego a cash dividend and decide to issue a 5% stock dividend instead. Your bookkeeper or accountant may also be able to create monthly retained earnings statements for you. These statements report changes to your retained earnings over the course of an accounting period.<\/p>\n<\/p>\n<p><p>This profit is often paid out to shareholders, but it can also be reinvested back into the company for growth purposes. Retained Earnings (RE) are the accumulated portion of a business\u2019s profits that are not distributed as dividends to shareholders but instead are reserved for reinvestment back into the business. Normally, these funds are used for working capital and fixed asset purchases (capital expenditures) or allotted for paying off debt obligations. Wave is and built for small business owners, so it\u2019s easy to manage the bookkeeping you\u2019ll need for calculating retained earnings and more.<\/p>\n<\/p>\n<p><p>In the long run, such initiatives may lead to better returns for the company shareholders instead of those gained from dividend payouts. Paying off high-interest debt also may be preferred by both management and shareholders, instead of dividend payments. For this reason, retained earnings decrease when a company either loses money or pays dividends and increase when new profits are created. Generally speaking, a company with more retained earnings on its balance sheet is more profitable since higher retained earnings represent more net earnings and fewer distributions to shareholders (and vice versa). The formula to calculate retained earnings starts by adding the prior period\u2019s balance to the current period\u2019s net income minus dividends.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>The level of retained earnings can guide businesses in making important investment decisions. If retained earnings are low, it may be wiser to hold onto the funds and use them as a financial cushion in case of unforeseen expenses or cash flow issues rather than distributing them as dividends. However, if both the net profit [&hellip;]<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[9],"tags":[],"class_list":["post-242","post","type-post","status-publish","format-standard","hentry","category-bookkeeping"],"_links":{"self":[{"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/posts\/242","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/comments?post=242"}],"version-history":[{"count":1,"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/posts\/242\/revisions"}],"predecessor-version":[{"id":243,"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/posts\/242\/revisions\/243"}],"wp:attachment":[{"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/media?parent=242"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/categories?post=242"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/nininameh.ir\/index.php\/wp-json\/wp\/v2\/tags?post=242"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}