Problem 55470. Function substitution (1)

Created by Saleh Ibrahim

Solve Later

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<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 52px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 26px; transform-origin: 407px 26px; vertical-align: baseline; "><div style="font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 26px; text-align: left; transform-origin: 384px 26px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Evaluate the function </span></span><img class="imageNode" width="230" height="52" style="vertical-align: middle;width: 230px;height: 52px" 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yS+88f8A+C0ely3n7Mvhy8RdyWfieBpDjoGt7hc/niuH/wCCH2oRP4H+KdiD++j1GymP+60UgH6oa+p/+CiXwwufiv8Ash+PdMsYmm1Cxt01a3jRdzM1u4lZQO5KK4H1r8//APgip8QbbQ/jT408JXDiOTXtJS5t8n78ltISVHvslc/8BNGE1nXpvdq6+ST/APbWLFfw6NT+V2+d2vykj9ka/Pj/AILVXyw/s2+E7Y43z+KIiOf7ttcZ/mK/Qevyp/4LfePImb4Y+DIpVaZftWr3EYIyoOyKIn6/vfyrmr6qMe7X4O/5I6qF1Jy7J/irfqdn/wAER9Ce2+D/AMQ9XZMJea3FbK2OvlQBjz/21r3j/gqDpcuq/sS/EERLua3+xXBAGflW7hJP5Zq3/wAE2fhNcfCP9kbwfaX0DW+p6yJNbuY3Uqymc5jBB5BEQjr179oX4dt8Wfgb478HxYFxrGj3NpASOBK0Z8s/997a6sx05kt4pffFL9UcuXtKUW9m39zb/Rn5af8ABErUIofjZ4/s2P72fw+kifRLhAf/AEMV+xtfg/8A8Er/ABsvw1/bO0jTNUVrNtatbvQpFmG0xzEB1Ug9y8IXHqa/eCt6tnTptdv/AG5/pYwprlqVE97/AKJfoz5N/wCCpl8tn+xH48DYzNJYRLk45N5Cf6V8c/8ABEHQnm+InxN1nZ+7ttLtbTdjvJKzYz9Iq93/AOCzvjyLQf2cdB8MrKou9e1yNvKyNxhgRnZsegcxD8auf8EdPhNceCf2cdS8V3sDQ3Pi3Umng3KVJtYR5cZ57F/NI9iKwwmjr1O2n3pL9X9x0YrWFGl3d/ud/wD21H3rRRRUged/tEfEdvhD8C/HXjGPb9o0fSLi5gDHAMwQiMfi5UV+EP7Ffx28F/A39oSH4j/Eix1zX1s4Lia1/sqOKec3svy+a/myxgja0pzkncQcV+wH/BTWK4m/Yk+JAtw5YRWjP5f9wXkJbPtjOa+Wf+CHcNr/AGP8WpRt+2mfTlb+95e2cj8Mk0Ya/tqtRPWMfz0/X8CsRaNCnF/ak/wtv/XXzPSdQ/4Kp6n4x0mO4+FH7PvxA8aPcuy21xcWbJAyqCGYfZ1n3kMMFQR0PzDGK8mb9iv9ov8Abm+JVn4s/aAvIPAfhizJS30a1ZGmjhJBZLeFWcR7scyTMX4HDADH6sVy/jT4oeEfhzdaLb+KPEenaDNrV2LHTkv7hYjczkEhFz3/AEyQOpALioqSla76X/y7kty5XFOy627epc8D+C9G+HPhHSPDHh6yj07RdKtktbS2j6IijA57k9STySSTW5RRTlJybk92TFKKSWwUUUVJQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfm5/wW6/5I78Ov+w9L/wCk7V3X/BHH/k0m5/7GO8/9Fw1wn/BbqRR8IfhyhYBzrsxC55IFu2T+o/Ou7/4I4/8AJpNz/wBjHef+i4aeD2xH9dYGeK3w/q/ymfdNFFFI0CiiigAooooAKKKKACiiigAooooAKKKKACiis7xB4h0zwnod9rOtahbaVpNjE09ze3koiihjUZLMxOABSbSV2NJt2Ro0V8Q+Iv8AgqFpWu3Gp2/wb+Enjn4ymwdUkvtI0+WKxJyM/OsUsi4B/iiGfoc1k/s1f8FTh8fPjdpvw01D4T3/AIV1a+klhWUauLryHiR3kEyNBEU2hG9TnjAqoJ1Hyx3Jm+RNy2R96UUUUhhRXxZ+2J/wUQtPgz4kX4a/DLSf+E7+LF26262cKNNb2Mj/AHVkVDuklOR+6XGOrEcAw/s9fsn/ABo1zx3oPxX+Onxb1qXxJZyi7tPCGjyothaZVwY5l2mI5VypEaAjn94eCHT/AHnvbR7/AOXcJ+5p9rt/n2PtmiivMPjh+0v8Nv2b7LSrv4i+JV8OwapI8VmfsVxcmVkAL/LBG5AAYckAcipbS3Gk3sen0V8sQ/8ABUL9mSeZIk+Jq7nYKN2hamoyTjkm2wPqa+pIZkuIUljYPG6hlZTkEHkEVXK7XtoTdXsPopk0yW8LyyNsjRSzMewAyTXyzJ/wVE/Zjjdkb4mfMpwcaDqZ/wDbapur2Ks7X6H1TRXk3wN/aq+F37SU+rw/DnxOfEUmkrG96P7Ou7URCQsE5niQHOxumeles1Ti47om6ewUUUUhhRRRQAUUUUAFFfLP7VP7I/jP4seLIPiB8Nfi1r/gHxzYWcdrbWa3BXS50jZ3VJFjAYbmkbJbzFxxsxXj/wAA/wDgoR4r8AfE5fg3+03pCeGfFsbrBa+KEQRWt5nhHlA+QK5HEsfyEnBVcE06f7x8u0u3f0/y3Cp7i5949+3r/mfoNRSKwZQQcg8gilpAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfAXxC/4KBfHzSda1jS/Dv7Jfi+cWd1PbQanPb39zBcKrMqSqqWafK2A2A5yDwe9fftFS0299Ck7LY/nj+NHwx/aV+PnxI1fxv4t+Enjy51rUnUuIPCl8kUSKoVI418s4VVAAySe5JJJr68/Zz/bA/an+CXw/wBH8Ha5+zb4u8aaXo8KWtlcf2FqFldLboMLG7i3kVto2gNsBwOdx5r9YKKuD9nDkjsTL35c8tzy39nD4t+I/jX8NY/Evir4e6p8MdVa6ltzoOsGQzqiEbZP3kMTYbPHydupr1CSNJo2jkUOjAqysMgg9QadRRK0uhMbx3Z+Pf7R37D/AMUf2SfjxB8YPgbpNzr3h22vTqMFlpsLXFxpxYnzLeSBRukgIZlDLnCEhtuNx950X/gsh4OurGLSb34XeNx8QP8AUSaDZW8MsZuhw0YYyCXqD/yx3DHSv0LoqY3jBUr6LbuvmaTalP2lvee/Z/I/KL4Q/sf/ABO/ba/aGk+NXx10Kbwn4RMyS23h29Ro7i5hj/1NssTgMkI6s7hS+WKj59w/VqKJII0jjRY40AVVUYAA6ACn0VpzJQVOKtFf1f1M7Nyc5O7f9WGyRpNG0cih0YFWVhkEHqDX4+/tHfsP/FH9kn48QfGD4G6Tc694dtr06jBZabC1xcacWJ8y3kgUbpICGZQy5whIbbjcf2EorJXjNVIOzRpdOLpyV0z89NF/4LIeDrqxi0m9+F3jcfED/USaDZW8MsZuhw0YYyCXqD/yx3DHSvLfhD+x/wDE79tr9oaT41fHXQpvCfhEzJLbeHb1GjuLmGP/AFNssTgMkI6s7hS+WKj59w/V2itYtRmqlveW3ZfLuZyTcXTT0e/d/MZFEkEaRxoscaAKqqMAAdABT6KKgo/Kn9vj/gnz420X4qS/Gr4JWM9/PJdLql9o+mruvLW9Vt5uLePH7xWYbii5YMTgMD8vdeCv+CxGheH9DtdE+KHw38YaZ8QreNIbqy0yyi8uaUgbWCTSxyR78qdu1sbuCeM/o5RShenD2afu9PL0Km1Ul7Rr3vz9f6/Nn5J6l8CPjF/wUy+Pln4x8c+GdR+GXwq0ki1tbfVEeK5NsG3OsKOoLyyH70u0IuAMtsAP6s+GPDWmeDfDumaDo1nHp+k6bbR2lpawjCRRIoVVH0AFadFWmowVOKst/V93/X6mbTlN1JO7/JBRRRUlHNfErwBpfxU+H/iHwfrSM+la3Yy2NxsOGCupXcp7EZyPcCvxe8L6f8cv+CV/xl1zVX8JzeIPCNwn2a4vvJkOm6jbb/3UnnoCIZQSOG5BYjBBBP7jUVMbwn7SDs7WfoU2pQ5Jq63PzD0P/grR8UvjFbyad8Lv2eLrUdakcQR3S6hPqVvDIw+UyLHbRBQOp3SKMA5IHNevfs3/ALGPjPxN8SLf41ftJaqnif4gR4fSfDwZXstEGcr8q/uy6noqZVT8xLt8w+3qK1jJQfNFe937enb1M5JyXK3p27+vcKKKKgoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvk39pv9r/4pfBb4gzeGfBn7O3if4k2Is4rhPEOmLdPbeY+d0ZWK0kBK4Gf3gPPQV9ZUVLTbWo00r6H4W/tceIv2o/2vtf0248Q/BLxno2iaT5n9naPp/hfUCkRfG53do8yOQoGeAAOFGTnf/Y++Jn7Un7IVnqej6Z8BvGHiTwxqM/2uXTL7wzqETxz7AvmRSrF8uQq5BVgdoxg81+2dFVT/AHaaj13FP95bm6HzZ+yr+1F8Qvj1r+sab4z+BXiP4TwWFmk8Woa0bjy7yQvtMaCW1hwQPm4Zjj86+k6KKptO1kSk1e7CiiipKCiiigAooooAKKKKACiiigAooooAK/Ij/gqR+0Brvxm+OWi/s+eELl/7Ntby2t7+OCQ4vdRmZfLjfHVIg68f3y2RlRX6H/GP9sT4QfA+x1n/AISPx3og1nTEYy6DaXsc+oGQKCsfkIS6s25cbgBg5PGTX4d/Bb9oDQdD/a/s/jB8QbLUL/ThrV1rlzaaXDHNMZn8x4gqyOi4WRkOS3AXiop8lTEQU/gWr/Rfn87GknKnRnKPxPRfr+i+bP3z+Cfwh0H4E/DHQfBXhy0jtdP0y3WNmRQGnlx+8mc92dskn3rg/Dv7G/gHwv8AtMax8cbGTVE8W6pC8Utm00X2BGdER5UQRhw7BOSXIyzHHPHkXwl/4Ku/Cj4zfEjw94I0Dwv44TWNbultLd7uxs0hRjklnK3bEKACTgE4HQ19pVvJycvbPd3V/Xc548qj7FbK3/Af4BXzT+39+1IP2W/gTearp0kf/CXaw507RY252ylSXnI7rGuT/vFB3r6Wr8Tv+CqXxAvPjR+2HpPw70yUvb6Clto8ERPy/bLlleRuPZ4lP+5XNKMqso0I7ydvl/WnzOqm4wUqstoq/wDX5/I+kv8Agkv+y7HY+GLr46eMIH1DxZ4hlm/sm4vSXkhtyxEtx83PmSvu+Y5O0cH5zn9H6wfAXhCx+H/gjQPDOmxLDp+j2MNjAi9AkaBB/Kt6uytKMpWh8K0Xp/wd35nHSUuXmn8T1fr/AFoFcH8eNP0XU/gv44h8Q2lte6ONFvJLiK7jDx7Vhc5IPcYzntXeV8vf8FLPiB/wr79jXx7LG6pc6tDHo8IJwW8+RUcD38vzD+Fefif4Ml3Vvm9F+J3Yf+LF9n+C3Pwll+GOtw/Cm2+IZWI+HptZk0NWBbzBcJCs3I27dpVuDuzlW4r97/8Agn38Yf8AhdP7KPgnVp5/P1TTrf8Ase/LNlvOt/kDN7sgjf8A4FXxv4R/Zobxf/wR9eJLL/ieh7jxjbBV3OzRSsOPdrZCB/vCsT/gij8YP7P8WeN/hndzYi1GBNasIz082PEcwHuUaM/SM16kfjrYbqrNeqWv/t/3I8+XwUsQura+96f+2/ifrfX41f8ABWXwPYeKv2yvAnh7QrW3tdb17TLO2uXij2mWaW7ljjd8febGBnrgD2r9la/JPSmP7Q3/AAWOuJwVu9K8KXjEEHIRbGDYMf8Abyf1rjpxVTFUoy2Tcn6Ja/mdcpOnh6slu0kvVtW/I/UD4W/DPQPg/wCA9H8J+GtOt9M0rTbdIUjt4wnmMFAaRsfedjkljySSTXWUUVcpOcnKW7MoxUUorZBRRRUlBSMwVSScAck02WVII3kkdY40BZnY4CgdST2FfF/7Z3/BQz4afDn4N+ILLwR420bxZ411W0kstOh0G9S8S3ZxtM0kkRZV2BiwBOSQBjqRlUnyRbWr7GlOHPJJ6Is/s3/8FEl/aQ/aN134ZaR4A+x6VpYvZf8AhJBrXnCWGCQRpIIBbrjzCyceYcbupr7Kr8Gf+CdP7Wvw8/ZI8SeMdd8a6R4g1S/1W1gs7FtDtYJvLjDs8u8yzx4yRFjGfunpX6OfBj/gqh8K/jr8TtA8CeHfDPjWLWNamMMEt9ZWaQJhGdmdlumYKFUnhSeOldfJpCEdZW183r+ljncvenJ6Rvp6WX/BPsqvlD/got+ynY/tIfA7Ub2wsY38c+G4JL7SLlV/eSqo3S2xPcOoOAejBT65+r6TrxXJUhzxst+nqdFOXJK+6Pz6/wCCTH7W1x8V/Ad18L/FF81z4n8LwCTT7id8yXWn5ChST1aIlV/3WT0Jr9Bq/DKfUn/Y9/4KiXbWjNZ6MnibbLGCUQ2F9tZlPqqLPkdsxj0r9zOvI6V1yn7elDEdZb+qt+jV/O5z8nsas6HRbej/AOG08rC0UUViaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfnv/wAFVf2qfij+zbqHw4i+HPij/hHU1aK+a9H9n2t15pjMAT/XxPtxvb7uM55r9CK/J/8A4Ljf8hb4Q/8AXDU//QrasKjalC3f9Gb0kmpX7H6Y/B/Xr7xV8JfBetapP9q1LUdFs7u6n2KnmSyQIzttUADJJOAAPSuvrgP2fv8Akg/w5/7FzT//AEmjrv678SlGvNLa7/M87CycsPTbd20vyCiiiuc6gooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5J/b6+H/wALPBf7OPxP8eX/AMO/CNx4pnsGhi1m40K2kvDdzlYY5POMZfeC4IbORt68V8W/8Eef2fPC3xQ1H4ieJfGfhTR/FOmWMVtp9nBrdjFeQrK5aSRlSRWAYKiDd1wxHevdP+C1HxEOh/BDwh4Phl2za9q5uZU5+aG3jyf/AB+WM/hXoX/BJDwCPB/7IOm6o8ZS48R6ldak5YYJUMIE/DEOfxp4VfxqnRWivw/zl9wYn4aUO7bf9fJfefSHhn9nf4U+C9ctdZ8PfDLwdoWsWpJt9Q0zQLS3uISQVJSRIwy5BI4PQmvQqKKLsAr8FvDc/wDwsz/gqVDNetuWf4iyN83PywXTbF/KJRX701+CHwFkOh/8FPNOWU5ZPH17ATPyctcTJk+/P50Yf/fqL/reJOIf+xVf66SP3vooopFBX5l/8FsPHMi+Efhp4DtSzTanqM2pyRqeoiQRRgjvlp2/75r9NK/Jv9rGRfj5/wAFWPhx4FSTzrDw/JYQTxfeUbN17OMHjlCoP0qYwVatSpPZyV/Ra3/I0UnTpVKq3jF/jp+rP0r+EPw9tvAfwX8I+C3iWS303RLbTZY2GQ+2FUfPrk5z9a/DPQ5rj9h/9v5I5GaDT/DfiQwSEk/Npsxxk+v+jyg/UV/QLX4//wDBaj4PnRPiR4P+JFpAVttbtG0u9kUcC4gO6Mn3aNyPpFVSrOGKjiX1evz1/wCB8yIUlLDSw99lp8tPy1+R+tXiHxFa+H/Cupa7LIrWVlZyXrSA8FEQuTn6Cvy9/wCCOPh+58cfFb4v/FTUoi11PttlnYZzLczNPMAfUbI/++q768/abHir/gkXqniKa5aXWo9HHhK6O/5zOXW23E+rRMsn416B/wAEh/AH/CIfsj2uryJtuPEmq3WoEnr5akQJ+H7kn/gVbwp+zr15fyqyf+J/rHUxlPnw9JPeUrv/ALdX6Suj7aooorA1CiiigCG7tYL+1mtrmGO4tpkaOWGZQyOpGCrA8EEHBBr8sf8Agr54J+Gfwk+GPgrRfCHw/wDCfhjW9a1SSeS80fRLW1uPs8EeGXfGgYKXljzzztr9VK/FH/gsN44l8b/tTaL4RsX+0jQdJgthBGMsLm4cyMvHUlTDxWFSLnOFOO8mvw1/PT5nRTfLGc3sk/x0/W/yPrX/AIJrfsn/AA91D9k/w5r3jT4eeGfEmta7cXGoC61zRre8mWEuY4lDyoxC7YwwA4+cnvX1z4X/AGe/hZ4H1y31nw58NPB+gaxb7vJ1DS9Btba4i3KVbbIkYZcgkHB6Eir/AMG/A8Xw0+E3g7wpCoVNG0m1sTjuyRKrH8SCfxrsa9CvJe1lybLRei0X4Hn0U/ZLm3ev36hRRRXMdB+Hf/BYLTRo/wC2FHexfI95oNjcllPO5Xljz+UY/Kv2g+Guvf8ACUfDrwtrO7cdQ0q1uy2MZ3xK39a/Gv8A4LMTJJ+1hpaKctH4YtAwx0JnuD/I1+v3wItZbL4I/D63nQxzReH9PR0PUMLeMEVWH/3SS7S/Ny/yROIf+1QS/l/SB3VFFFSUFflV+1L/AMEqfiz8bv2gfG3jrQvEPgy00nW70XNvDqF7dpOi+Wi4dUtWUHKnoxr9Va878Q/tHfCbwjrV3o+u/FDwZourWj+XcWGoeILSCeFsA7XjeQMpwQcEd6hxXOpddf0/yRfM+Vrofk1/w5U+N/8A0NPw/wD/AAY33/yHR/w5U+N//Q0/D/8A8GN9/wDIdfqp/wANY/BD/osnw/8A/Cosf/jtH/DWPwQ/6LJ8P/8AwqLH/wCO1ZB+Vf8Aw5U+N/8A0NPw/wD/AAY33/yHR/w5U+N//Q0/D/8A8GN9/wDIdfqp/wANY/BD/osnw/8A/Cosf/jtH/DWPwQ/6LJ8P/8AwqLH/wCO0AfIn/BP3/gnf8R/2UvjVqHi/wAW614W1HTbjRptOSLRbu5lmEjywuCRJbxjbiNu+eRxX6IVxHgv44/Dj4kaq+l+EviB4W8UalHEZ3s9F1q2vJljBALlI3YhQWUZxjketdvWs5SkoqXRafe3+bZMUk211CqmratY6DpV5qep3lvp2m2UL3N1eXcqxQwRIpZ5HdiAqqoJLE4ABJq3XFfG7wTffEr4L+PvCOmS28GpeIPD+oaVay3bMsKSz20kSM5VWIUM4yQCcZwD0rIo5/8A4ax+CH/RZPh//wCFRY//AB2j/hrH4If9Fk+H/wD4VFj/APHa/Kv/AIcqfG//AKGn4f8A/gxvv/kOj/hyp8b/APoafh//AODG+/8AkOgD9VP+Gsfgh/0WT4f/APhUWP8A8do/4ax+CH/RZPh//wCFRY//AB2vyr/4cqfG/wD6Gn4f/wDgxvv/AJDo/wCHKnxv/wChp+H/AP4Mb7/5DoA/VT/hrH4If9Fk+H//AIVFj/8AHaP+Gsfgh/0WT4f/APhUWP8A8dr8q/8Ahyp8b/8Aoafh/wD+DG+/+Q6P+HKnxv8A+hp+H/8A4Mb7/wCQ6AP1U/4ax+CH/RZPh/8A+FRY/wDx2j/hrH4If9Fk+H//AIVFj/8AHa/Kv/hyp8b/APoafh//AODG+/8AkOj/AIcqfG//AKGn4f8A/gxvv/kOgD9VP+Gsfgh/0WT4f/8AhUWP/wAdo/4ax+CH/RZPh/8A+FRY/wDx2vyr/wCHKnxv/wChp+H/AP4Mb7/5Do/4cqfG/wD6Gn4f/wDgxvv/AJDoA/VT/hrH4If9Fk+H/wD4VFj/APHaP+Gsfgh/0WT4f/8AhUWP/wAdr8q/+HKnxv8A+hp+H/8A4Mb7/wCQ6P8Ahyp8b/8Aoafh/wD+DG+/+Q6AP1U/4ax+CH/RZPh//wCFRY//AB2j/hrH4If9Fk+H/wD4VFj/APHa/Kv/AIcqfG//AKGn4f8A/gxvv/kOj/hyp8b/APoafh//AODG+/8AkOgD9VP+Gsfgh/0WT4f/APhUWP8A8do/4ax+CH/RZPh//wCFRY//AB2vyr/4cqfG/wD6Gn4f/wDgxvv/AJDo/wCHKnxv/wChp+H/AP4Mb7/5DoA/VT/hrH4If9Fk+H//AIVFj/8AHaP+Gsfgh/0WT4f/APhUWP8A8dr8q/8Ahyp8b/8Aoafh/wD+DG+/+Q6P+HKnxv8A+hp+H/8A4Mb7/wCQ6AP1U/4ax+CH/RZPh/8A+FRY/wDx2j/hrH4If9Fk+H//AIVFj/8AHa/Kv/hyp8b/APoafh//AODG+/8AkOj/AIcqfG//AKGn4f8A/gxvv/kOgD9VP+Gsfgh/0WT4f/8AhUWP/wAdo/4ax+CH/RZPh/8A+FRY/wDx2vyr/wCHKnxv/wChp+H/AP4Mb7/5Do/4cqfG/wD6Gn4f/wDgxvv/AJDoA/VT/hrH4If9Fk+H/wD4VFj/APHaP+Gsfgh/0WT4f/8AhUWP/wAdr8q/+HKnxv8A+hp+H/8A4Mb7/wCQ6P8Ahyp8b/8Aoafh/wD+DG+/+Q6AP1U/4ax+CH/RZPh//wCFRY//AB2j/hrH4If9Fk+H/wD4VFj/APHa/Kv/AIcqfG//AKGn4f8A/gxvv/kOj/hyp8b/APoafh//AODG+/8AkOgD9VP+Gsfgh/0WT4f/APhUWP8A8do/4ax+CH/RZPh//wCFRY//AB2vyr/4cqfG/wD6Gn4f/wDgxvv/AJDo/wCHKnxv/wChp+H/AP4Mb7/5DoA/VT/hrH4If9Fk+H//AIVFj/8AHaP+Gsfgh/0WT4f/APhUWP8A8dr8q/8Ahyp8b/8Aoafh/wD+DG+/+Q6P+HKnxv8A+hp+H/8A4Mb7/wCQ6AP1U/4ax+CH/RZPh/8A+FRY/wDx2j/hrH4If9Fk+H//AIVFj/8AHa/Kv/hyp8b/APoafh//AODG+/8AkOj/AIcqfG//AKGn4f8A/gxvv/kOgD9VP+Gsfgh/0WT4f/8AhUWP/wAdo/4ax+CH/RZPh/8A+FRY/wDx2vyr/wCHKnxv/wChp+H/AP4Mb7/5Do/4cqfG/wD6Gn4f/wDgxvv/AJDoA/VT/hrH4If9Fk+H/wD4VFj/APHaP+Gsfgh/0WT4f/8AhUWP/wAdr8q/+HKnxv8A+hp+H/8A4Mb7/wCQ6P8Ahyp8b/8Aoafh/wD+DG+/+Q6AP1U/4ax+CH/RZPh//wCFRY//AB2j/hrH4If9Fk+H/wD4VFj/APHa/Kv/AIcqfG//AKGn4f8A/gxvv/kOj/hyp8b/APoafh//AODG+/8AkOgD9VP+Gsfgh/0WT4f/APhUWP8A8do/4ax+CH/RZPh//wCFRY//AB2vyr/4cqfG/wD6Gn4f/wDgxvv/AJDo/wCHKnxv/wChp+H/AP4Mb7/5DoA/VT/hrH4If9Fk+H//AIVFj/8AHaP+Gsfgh/0WT4f/APhUWP8A8dr8q/8Ahyp8b/8Aoafh/wD+DG+/+Q6P+HKnxv8A+hp+H/8A4Mb7/wCQ6AP1U/4ax+CH/RZPh/8A+FRY/wDx2j/hrH4If9Fk+H//AIVFj/8AHa/Kv/hyp8b/APoafh//AODG+/8AkOj/AIcqfG//AKGn4f8A/gxvv/kOgD9ifBPxC8K/ErSpdT8I+JdH8VabDMbaS80S/ivIUlCqxjLxswDBXQ7c5wwPcV0FfL//AAT0/Zf8Vfsm/BfWvCPi6/0fUdSvfEE2qxy6JNLLCIntraIKTJFGd26F+MYwRz1A+oKACvML39qT4MabeT2l38XfAlrd28jRTQTeJbJHjdThlZTLkEEEEHpivT6/MTxp/wAEU/8AhL/GOu69/wALk+yf2pfz332f/hF9/leZIz7d32wZxuxnAzjoKi8uZK2hWnK31Pub/hrH4If9Fk+H/wD4VFj/APHa/Mv/AILHfFbwT8T9U+Fr+DfGGgeLVs4dRFy2h6nBeiAs1vtD+Uzbc7Wxnrg+ldr/AMOMf+q2f+Wp/wDdtfJ/7cn7D/8Awxjd+EIP+E0/4TD/AISBLp939lfYfI8kxDH+ul3Z8z2xjvmpmleN31/Rl03Jc1l0P14+B37UHwa0n4L+ArG++LfgWyvbbQbGGe2uPEllHJFItugZGUy5VgQQQeQRXb/8NY/BD/osnw//APCosf8A47X5w/D/AP4It/8ACdeA/DniT/hcX2H+2NOt9Q+y/wDCMeZ5Xmxq+zd9sG7G7GcDOOgrf/4cY/8AVbP/AC1P/u2uyu5OrNyVnd3+84sOoqjBQd1ZW+4/SjwN8W/A3xPa8Xwb4z8PeLWswpuRoeqwXpgDZ27/ACnbbna2M9cH0rrK+UP2G/2Ef+GMbnxfN/wnH/CYf8JAlqm3+yfsPkeSZT/z3l3Z832xt75r6vqJqKa5XfT8TZX1uFeaat+038HtB1W80zU/iv4H07UrKZ7a6s7vxHZxTQSoxV43RpAVZWBBUjIIINel1+Rfxu/4JE/GH4lfGjx94u0zxJ4Hg03xB4g1DVbWK7v7xZkinuZJUVwtowDBXGQCRnOCetZlH6P/APDWPwQ/6LJ8P/8AwqLH/wCO0f8ADWPwQ/6LJ8P/APwqLH/47X5V/wDDlT43/wDQ0/D/AP8ABjff/IdH/DlT43/9DT8P/wDwY33/AMh0Afqp/wANY/BD/osnw/8A/Cosf/jtH/DWPwQ/6LJ8P/8AwqLH/wCO1+Vf/DlT43/9DT8P/wDwY33/AMh0f8OVPjf/ANDT8P8A/wAGN9/8h0Afqp/w1j8EP+iyfD//AMKix/8AjtH/AA1j8EP+iyfD/wD8Kix/+O1+Vf8Aw5U+N/8A0NPw/wD/AAY33/yHR/w5U+N//Q0/D/8A8GN9/wDIdAH6qf8ADWPwQ/6LJ8P/APwqLH/47R/w1j8EP+iyfD//AMKix/8AjtflX/w5U+N//Q0/D/8A8GN9/wDIdH/DlT43/wDQ0/D/AP8ABjff/IdAH6qf8NY/BD/osnw//wDCosf/AI7R/wANY/BD/osnw/8A/Cosf/jtflX/AMOVPjf/ANDT8P8A/wAGN9/8h0f8OVPjf/0NPw//APBjff8AyHQB+qn/AA1j8EP+iyfD/wD8Kix/+O0f8NY/BD/osnw//wDCosf/AI7X5V/8OVPjf/0NPw//APBjff8AyHR/w5U+N/8A0NPw/wD/AAY33/yHQB+qn/DWPwQ/6LJ8P/8AwqLH/wCO0f8ADWPwQ/6LJ8P/APwqLH/47X5V/wDDlT43/wDQ0/D/AP8ABjff/IdH/DlT43/9DT8P/wDwY33/AMh0Afr94F+LHgj4ofbv+EN8ZeH/ABb9h2fa/wCwtUgvfs+/ds8zynbbu2PjOM7Wx0NdXXxV/wAE3v2KfHH7Hv8AwsT/AITLVfD+p/8ACRf2d9k/sK4nl2fZ/tW/zPNhjxnz0xjPRs44z9q0AFFFFABRRRQAUUUhOASelAH4nf8ABY74gHxb+09pfhi3kEsPhzR4YWjXB23E7GVvxKGH8q/XL9n3wGvww+B3gPwoBh9J0W1tpfeQRLvP4sWP41+JETP+1J/wUmDcXVprHjXPADK1lby/kR5MP/66/fbpwOlVh/dwUX1m2/1/9uf3BiNcW1/Krfp/7b+ItFFFSAV+Df7TFjJ8Af8AgpbfavMjWtpD4ssvEEchHDwyyRzuw9RlpB+Br95K/Ln/AILRfAGe+0/wv8XtLtt4sVGjaw8acrGzFreRj6B2dPq6VCqewr0q/Z/nb9Ul8zTl9tRqUe6/L/gNn6iRyLJGrqdysMg+op1fPf7Bvxwg+PP7MfhDWjcLNq+n2y6TqibsslzAoQlv95dj/wDA6+hK6KsPZzcO39X+ZzUp+0gpPf8AXqNkkWKNnchUUZLHoAK/Jj/gnzJ/wvj/AIKKfFX4nSH7TZ2S31zaynsJphBB/wCQQw/Cvsb9uj47eOPhz4B1Dwr8Ovhp4y8Z+Kdf06WKDVtC0ea6stND5jLSPGrHzQCWVMehJA6/CH/BNu8+KH7KvxE16PxN8BfiVe6V4mitrQ3ln4buVe0dJDtZvNRF8vEh3EsMbQeazw3vYhz7Rkl5t6P9DXEe7h+Xq3Fv0Wv43f3H7JV8w/8ABSD4Pf8AC4/2S/GFtbwedquhxjXbHC7m3wZaQL7tEZV/Gvp2ory1ivrWa2uI1lgmRo5I2GQykYIP4GsasXODS36evT8TWlPkmpPb9Ov4H802lfHDXLH4B6x8JIk36Nqmu2+t+Zv5V44njaPbjkOTE2cjBi6HPH9Df7OvgEfC74EeAfCm3bJpWi2tvN8oGZfLBkOPdyx/Gvxn0X9gv4g6P+2dY+FW8BeIpfAlr4rQDXm0m4bT209ZhIGNxs2Y8rAJ3fe4r92wAoAAwB0rsjNSw6n1m1f/ALdikvwdvkcsouNfk6RT/Ftv8V+Itc/40+IXhb4b6XHqXi7xLo/hbTpJRAl5rV/FZwtIQSEDyMoLEKxxnOAfSugr4P8A+CyzRr+yjpoYqHbxNabASMn9zPnH4Vx1Z+zjdd0vvaR10oe0k0+zf3Js+0PBfxC8K/EnS5NS8I+JdH8U6dFKYJLzRb+K8hSQAEoXjZgGwwOM5wR610FfnZ/wRPtbyL4B+NppUdbKXxF+4ZhgMwt4g+PX+Gv0TrrqwVOSS7J/ek/1OWnLnV/N/g7BX4MLO/x8/wCCoyvc7ZIbvx6FIxlTb2s2APxjgAr956/Bf9pD4UfEn9iv9ra/+Idnod1Lo9t4gfXNH1p4GksZ45JS4hkkXhW+cxspIbuOCCcKU1TxdKpLRL/OP+RtUjKphasIbv8Ayf8AmfvRVez1C11BZWtbmG5EUjQyGGQPskU4ZDjowPUdRX5u+G/24v2if2ydFi8O/CD4Tr4DW+UxXnjnULyS5tLWPlXeF2gjUOCDgDzWGDhcjI+yP2W/2a9F/Zh+Gy+HdPvLjWdWvJmvtZ1u7JM2oXjgb5DknA7AZJx1JJJOnI0m5advP/gfr8zLmWijq+vl/wAE9ioorlvil8RNJ+Evw78Q+MdcmEGlaLZSXkzd22jhF9WY4UDuSKylJQi5PZGsYuUlFbs/E3/goVczfGr/AIKD6p4a0355fteneHYCvzfOVjDdPR5GH4V+6Gk6fHpGlWdjFxFawpAmBjhVCj+VfjT/AMEyfhfq/wC0Z+1xrvxg8QQNJp+i3U+rzTsCUk1G4ZzFGCRztDO/XjYnqK/aGtoRdHC06cvifvP5/wBN+jM6klUxE5R+FaL5f8C3zCiiisygr87v2hP+CRv/AAvj40eK/H3/AAtf+w/7duvtP9n/APCOfaPI+RV2+Z9rTd93Odo61+iNFTyrmUuq/r9CuZ25eh+Vf/DjH/qtn/lqf/dtH/DjH/qtn/lqf/dtfqpRVEn5V/8ADjH/AKrZ/wCWp/8AdtH/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data-image-state="image-loaded"><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style=""> for the given values of the variables </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="font-style: italic; ">N</span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style=""> and </span></span><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="font-style: italic; ">t</span></span></div></div></div>

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Problem 55470. Function substitution (1)

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Problem 55470. Function substitution (1)

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