[img]data:image/png;base64,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[/img][br][br][br]The side x is
What would be your first line of working?
Find missing length x to 3 s.f.
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[/img][br][br][br]The side x is
What would be your first line of working?
Find missing length x to 3 s.f.
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[/img][br][br][br]The side x is
What would be your first line of working?
Find missing length x to 3 s.f.
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NU3LYb4c+fOdWeeeWZOo7/wwgvbJHDuuee61Vdf3YjPZ2uvvbZlmopyiybiVz2esf6UVR6LL14YVnmMcjDOiXqViDUoZWpcUOJz0jJmzJiciA/BV1ttNXOIIp9kr169XOPGjY38SAPbbbedI3x5VOQX8cv0wtTmsewPyT2IyS0KPOLf4Ur73nvv1eZ2+psQEAhCfMj71ltv2f59iSWWyIn0GOr43JHEQdh8880dEwIiP6L/oEGD7DQmCvKL+CEMfiluwTEd5/DEv8N76+yzz7bko2nLPlsKLMN8Rk3Eh7QYUmEizX4eYkPqnXbaySYD3xZOZAhi2rp1a6vjJYInn3wyktDlIr5HPsY/f/jhB4tyiycdqzzus+zlo1gJYgxDLJsWlPiEMoP8XKzkRC0uLO+//76ZU/t6uPGiqPVSQWH9uvwu4tcFvYj/llUeg47hw4ebY80pp5xie3lWEB3TRQx+wNsHIT4TNEY7ENhfVflJMKYobX0dfkblNSniBxzgUlf7/PPPc/HvOJfnjB5lDy+DSnwQqIn48WlpxZaI+BXxKPtvEBt3WYjOXh4FECa3TAQS7cs+PJUaIOJXgkQfFIMAYh6mnChzcJ89+OCD3bBhw9wrr7xigRqKuZfqlg4BEb90WKfuSazyiPHXXnuteW1B/LFjx7pPP/00dX1NW4dE/LSNaAn6g+iO0Q2rPIo7klFedNFFdmxXlfKnBE3SI4pEQMQvErCsV4f0uM96jT0mtyNHjrRQWFnHJkn9F/GTNFplbivGGrwwJ554ornPYoxDFFaOfKTAK/PgFPl4Eb9IwLJaHfNaHGsIknHIIYeYMQ4ae85vVZKHgIifvDEraYtxrMHklgAMZJ8dPHiwe+655yxEVkkbooeFioCIHyqc6bkZSrpPPvnE3Cw5kye0NWGXcNqIMnxyehCMd09E/HiPT1lahwMNgRXR1HMuz16eKLc+e0pZGqWHhoqAiB8qnMm+GQo6FHXjxo0z91lWec7oiWUv5V2yx7aw9SJ+ISIZ/R1ik8CCKLd403E+r1U+vS+DiJ/esQ3cMx//jsg4PXr0cDfffHPOsUYrfWAYE1VRxE/UcIXbWNxnZ8yY4a6//np30kkn2fk8kVTJb853KulFQMRP79hW27MvvvjCPf74465///52Nn/VVVeZdx3BM1TSj4CIn/4xrtBDHGuIgnPjjTdawEtMbu+66y77rEJF/ZJqBET8VA/vf53DfRbHGqLcEiIJjT17emLb65juP5yy8j8RPwMjjYLOr/JExWGVxxgHcV8lmwiI+Ckfd2zpn376advL77333rbaE8teNvYpH/gauifi1wBQkr/mXH706NEW4RY7exR4X375pauNzzxa/smTJ5tzDsd9QS6kCoJuVnVCQNQeJiQcf7gXaZaxGyDLTnUBOZmwnn322Vw7+BsF/ij+LRXxi8cs9n8xf/5828uTqQbRnvRHaPDJPV/bc3ks+tgikDJplVVWCXS1adPGjRgxokKgTYj75ptvuksvvdTtvvvurlWrVnYvsrNssskm7uSTT7ZgnVUF58TegDh+e+yxR64dnTp1srx7mBirBEdAxA+OVWxqsiLOnj3bvfTSSxbvzq+QkPqzzz6zXHRY3h122GG2muJYU1cFHkTcddddLVuKz5Ja089GjRpZIo385Bm05dRTT7WEiz47i7/Poosu6lZYYQW3zTbbmHSRLykw8UyaNMltscUWrlmzZq59+/auQ4cOlqyRyQg7BHK81XZii83glqghIn6JgA7rMXjGIcLjQAMRWVF54VnlEZOxrUesx7HmgQcesIkhjGf7FZ8Mqauuumqli5XbZ1zxROZ3ou761Zs2Eohz5ZVXzk0gyyyzjN0LwvvMq0wA++yzjxkSeSLTZyaMRRZZxG244YamnJwwYYJtY5o3b26ZXHiZ/SQYRp/TfA8RP2GjC8lvuOEGt9Zaaxl51l9/fRONH3vsMUcGk969exu52FuHqcBj9SXGHtlwyHtXeLFH33PPPV2TJk2sXeRMb9eunUXb9W68ZFdBTPcTA4SFzNzr/PPPd4jt/B3fs6rTJy8tPPXUU27jjTe2NM3oKvznzzzzjOvcubNDuhg4cKCIH/B9FvEDAhWXaljWQXyfoRSS7LLLLuZNx16elNOlzj7Lqswemz27bxdSAQ4/KBL9qs3qj2RAmyHqgQcemEuc+e2335oUs9JKK+UmhnPOOScnsSC9oFto2rSp6S/8ZMLWhvRc9evXN+ei/O1BXMYsju0Q8eM4KjW0iZDW3bt3zxEEIpHMEGMcT4gabhHq1yjdjjrqKFulaUvLli0toUah+W/fvn1z4nyLFi3c+PHjK0glRPbZYYcdcv2ij/SV8vzzz7utttrKVvyhQ4fmgnv6bK3oC/hcon6woRXxg+EUq1qI8VjesfpBNC7EavbPXgQuVYPZ+6NpZ4/Oqku21H333dckAL/S05Z58+bZZEUd2rvccstV2AZQB20//fJ9YjtDdh7KnDlzTG9BDnb0DGRoxewY24TFF1/crbfeenY8KOIbXDX+I+LXCFF8KrC/Z1VkP8xeGZJ4wqEY23LLLR174VIWThdYmVG6QVjSJaMHKNQvYDnYpUuXHKlXXHFFS6+VT1TEdsyJPfEbNGhgZ/b0B0kGwyP6zaRBv9kWoCeA9GwLmFzy71dKHJL2LBE/ASPGPhmNPYTi2IqMNRjHEN8eZR6KMMiCuMsRHqtjKQqrPQY0Sy21lD0fohJ6m1h9hYUovSjhPKnZrzM55EsFTGwE9fR1+ImRjy+cCjDxHX/88aYI5Dhvxx13tJMMvyXIv5//O/2sjICIXxmTWH3y/fff23k9ijuUYaz2aLL9/hlNOXtfSAdRWAWvuOIKO7ePmgSQDaMeT1QMdlDCVaVgI4f69ttvn6uL8q+w0NfLLrssV4f70tf8wr2Z8JhwOM7Dig8rQJXiEBDxi8OrZLURbXGiYZVHpGdlZ0/77rvvVmgD9a677jq37rrr2h4bkXudddYxwrAiR1WYVCAfIrsnPllyEemrKlURv3BiQkl4ySWX5O7HffNX/Kruq89qh4CIXzvcIv0rRHsi4wwaNMjy0vGTlW1BijsmiAEDBrjll1/eSMNZ+AEHHGDWfVE1lOO3Cy64IEdSnomSzxvrFD63UNTHiAei55OffmB45CcSFIGI9irhI/Dwww+bzUX4d472jvWivX357v7hhx/a/p19PNZriO2IshAknyT5LeTz6dOnWyQdSANhUHpx3o/4HEUhDTbx+TxJ27Zta1r5BbURPwHO+X19lHOI7PnbAiaH4447rkIdnpPlQhg0JCtOMcK8OH7lSDVpJXXER9FFHjq00xAeW3tmZRRaQTTViPysuIj5nvybbrrpAh1e6jrgeP1hI8+zWO1ROlbn308fcBjyxMdUF7uDfOJPmzbNde3aNVcHnQC2/VktpCgbM2aMmWZzdBvmxREo27SklVQRH7dSLO5OO+00s0LjPJ7V76effipqXNDmY8Pvtewc8aF8C5s8TFKI5NjUQ2TO7ml/TY5AbEe8Yw6mvWxh0ORT0EfcfvvtZo/gJwcmE44Ls1rQ72AGjSLUYxLmTxTBSSupID4EgpTYnuNYg6099um1fdlZ9Tn2Q2LwhjLspRH5i51EqnshWIk4NvQvIUY19KMmyeTuu+82Bxv+jsli7bXXNuUluflQNnljHL7nlGLUqFElNz+urt+l/g5TZLZs4AseG2ywQWgX0hrbraSVRBMf8RbFFkdxrIJkn2X/xn52QcqxoAPEZMLkgZEL5EcM79atm5s6dWrQW9RYD5E8f7/Os/zKXd0fM6Ghu0DMhNy0D8ccVjWOJJdeemn7nDZ37NjRcRLAZJbVkm+WDUkJfR7WNWTIEPOmTBq2iSU+GnteaGLZ9+nTx1b5sWPHhnoWjQUbyhsvVi+77LIWrCJ/P12XAcdLb9tttzWSsnKjS0AXEaSwr8edmFUMgnupwU8EbB8w7hk5cmQl678g909THUyfPT5rrrlmqF1jHNhuJa0kkvgQj/BVmKWSZ579OF5tTAZhFlZJbNwxZfUvzs477xzaXh+JAvNg7g1RWf2DbiWYIB599FEzRkIR6Vd/7sWqhrMRRjwcF9a0dQgTszjeK5/4+CeEWXSOHyaa1dyLWHfsWTFyITfdnXfeaUdt1R3TVXO7ar/y9+S4zVv04fCClBFGQY/AMSNiOwo4goEENRaibWxnmPAwSGIS5D5cTISECMOt2PchjPYm9R4ifuWRS8yKj6Ybl1JizJFyGpNb9vZ8zssdZcH/HbGZ1RR7fsT/MAoSCtsJbAS4WMWL6Qt1kUqQEjA99vfhnkwgxdwrjP7E9R4ifuWRiT3xeXk5kuO8Gz909vOs+Ji0Bl0dK3e7uE9wlvGOMezFiVcH2USs4nAsV20RvzLysSY++1OMcVjd99tvPzd48GBzKcV6rZSFPTLn+N5lFgURk1HW986lHIO6PEvEr4xeLImPCIz1Gqs8+3jOunGgef311yv3oESf4NXnA3Yg9jMhhaXdL1EXMvsYEb/y0MeK+IjOONBAcMI/YYiCyS2aU+8+W7kLpfmE81qO89jnQ3z0DSJ+abCv61NE/MoIxor4rPLYVB999NGmwEORhwNKHAq2/94wBis+/NuzbBQThzEJ2gYRvzJSsSA+KydWbGSdxcqKoy2SPqCdjosCDcWiPysnWw1SiVb8yi9UHD8R8SuPStmJz7k80WYINcV5Ob7paOw5o44L6VHioVz0dvtEyMFUWMq9yi9UHD8R8SuPStmIz1Ec0WBJ9EjsNxxrCPGM40rcCIV+wR/nodknNRWrfVwmpsrDqk/yEcBxC90MV9gmuxhKofRNWik58dkXQ+6JEyfaXh6TVQxisMDDIAdtedwu9A5EveXFgfgEpoxbG9WeBb83+VGJia4UJlZXX321JT8R8WtAgH07wR3R2GP+ii8zjipY4xEEk1BXcbsgOpp8gl6g4MOtM25tVHsW/N7gy4DnIxdBM8LEisQlbP2SVkq+4nNcR3ba4cOHW+IKfmKvjkNJXC9cfWkn7SNlNgE+4tpWtavye8R4sTJz+XEMCyfeDQJ9JK2UnPhJAyi/veglFhSoM7+e/i8E4o6AiF/ECKHMk0KvCMBUNbYIiPixHRo1TAhEh4CIHx22urMQiC0CIn5sh0YNEwLRISDiR4dtIu6MXQVuzvhJVHdhqSgT5UQMaaBGiviBYEpvJVJqE+cA9+fqLo6tyEajkg4ERPx0jGOte4HLc6tWrXImrd60tfAnJstENVZJBwIifjrGsda9wCAJi7ZCohf+jnWliF9rmGP3hyJ+7IaktA3C67Bx48ZGfMxZScpBBqHCi+0AOgCVdCAg4qdjHGvVCywR27dvn0vIsdtuu1keAdJ4FV7kJSS7kEo6EBDx0zGORfcC12dSiftwYmTjIQUZyj7cpbkge9AEH0U3QH9QVgRE/LLCX76Hs3qTL548AeznGzVqZO7GZ511Vk7M5/8o/wiWErcYCeVDLh1PFvHTMY5F94KVnIw7fn9PDj581fMVffx/u+22M29EJAGV9CAg4qdnLIvqCVl3evbsmUsNVqjFz/+9Xbt25s6q4KJFQRzryiJ+rIcnusZhrbfxxhubiA/JCTRC0k5yyXNxfOez8PKT30kgqpIOBET8dIxj0b0gEhJ7+MMPP9xWfvIGTJkyxc2ZM8cu9vYdOnSwNNxMDGTgJaORSjoQEPHTMY5F9wK7e3ICkgoMDT5xEPOP69ABEKWmZcuWpvwjjTehz1XSgYCIn45xLKoXBBMhktDs2bPtIl03TjiFZerUqY79vd/vb7755oVV9HtCERDxEzpwdWk2K/vMmTPdwIED3aBBgyxnAAFQC6MLEY0WAx9P/E022aQuj9XfxggBET9Gg1GqprDa33///XZ8x94dYvfr169CfkLO7UlHTtYgvkfU79atW6maqOdEjICIHzHAcbw9Kz5iPGT2q/lmm23mxo4d6zDjpaDBx26/SZMmVod8geQyVEkHAjYuVOgAAAGaSURBVCJ+OsaxqF4g0s+dO9eO6HxasAYNGtjvhDofMWKE5TnAuMd/T26BGTNmFPUcVY4vAiJ+fMcm0paxso8bN86SQfhVf7HFFjPbfSz2/ErPd6SdYkLw0kCkDdPNS4KAiF8SmOP3EPbw5AQkSSnn9Tjr+NUdsvN/nzXovPPOs6O/+PVCLaotAiJ+bZFLyd99/PHHlgmG/IWdOnWyHIGkhNpoo43MuGf06NGOOoUa/5R0P7PdEPEzO/T/dZyVf/r06Zau/I477nCQHa3/q6++qsxB/8GUqv+J+KkaTnVGCARDQMQPhpNqCYFUISDip2o41RkhEAwBET8YTqolBFKFgIifquFUZ4RAMARE/GA4qZYQSBUCIn6qhlOdEQLBEBDxg+GkWkIgVQiI+KkaTnVGCARDQMQPhpNqCYFUISDip2o41RkhEAwBET8YTqolBFKFgIifquFUZ4RAMARE/GA4qZYQSBUCIn6qhlOdEQLBEBDxg+GkWkIgVQiI+KkaTnVGCARDQMQPhpNqCYFUISDip2o41RkhEAyB/wEM5SoNT2oq2gAAAABJRU5ErkJggg==[/img][br][br][br]The side x is
What would be your first line of working?
Find missing length x to 3 s.f.
Calculate the following missing lengths to 3s.f.[br]Make sure you set your working out properly in your book.[br][img]data:image/png;base64,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[/img]
5) 12.6[br]6) 6.93[br]7) 7.14[br]8) 7.55
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[/img]