The angle of incidence of an object [u]reflecting[/u] off a mirror is equal to the angle of reflection, so mirrors also make great contexts for using similar triangles! 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[/img][br][br][br]You can find the height of a very tall object by placing mirror on the ground so that when you stand back and look into the mirror you see the top edge of the object reflected in the mirror. 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[/img][br]When you do this, you have made 2 similar triangles! [br]You'll need 3 measurements to get the height of the building:[br][list][*]your height[/*][*]your distance to the mirror[/*][*]the building's distance to the mirror[/*][/list][br]If the woman is 5.5 feet tall, she is 7 feet from the mirror and the building is 54 feet from the mirror, how tall is the building?[br][img]data:image/png;base64,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[/img]
About 42.4 feet tall.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHMAAADBCAYAAAD8QY+YAAALyElEQVR4Ae2cDZEUPRCGzwIasIAHJKABCzjAAQ5QgAIMYAAHeNivHqreuqa/ZCbJJplMrlO1NX/56/dJOtmb3nt5RNpGgZdtLAlDHgFzo0EQMAPmRgpsZErMzIC5kQIbmRIzM2BupMBGpsTMDJgbKbCRKTEzA+arAt+/f3/8/Pnz9cbJ2e/fvx9fv349yRWPWxSomplAe3l5+d/nCGYqf8BsQXVepgnmebWvOYB5BPs1Z5w9q0DAfFbBhcq/CZh//vx5fPz48e/y8OPHj7/ys9a/e/fuwXGXVAXz169ffwX48OHDX2EQ42z9e//+/UP5cbmfP39+IO7M9O3btwd9p22gApDz3VIVTG88IgGodHSzdjIArhKSWUn7X7588aZscf0UTBRg1n369KlYDIRE0CsSHmHnDdnTMHGjNTCZlVfBpG36i0fZMVXBZL1hjdSaJzerrx48syOfa0DzhwKS3OzZOjtCaECyHOAZ8CbYsJu7rYIJBLuZ4Vy7QwB4mDzTLhLIzIrZIAGIJ9C6rgEloCMGzlV1VsG8qpPRbpkCAbNMp1vkCpi3wFTWyYBZptMtcgXMW2Aq6+RyMNltsvM9++jrUJmZbyPXcjDfhuxjrCyGeTZTWp6PMKmlH6kyI/o2us5imKM7ovrDzUqJ+uNyMOtNiBJSIGBKiQ2OAXMDiDLhzcC86oW4hJ5x7ALTvhmxO0PeklyR9PbG9oXzXOKNytHzXLnV7uctrOgpMPXOkmK8K7SvnSqq6pIVmPSpJCmuKWBm1OKl9VXRBHSpFCaDjveaesmeMec2t7vMTG/tFS+hbR9KYbKOAlLfbW0ddzzvDlNv9hVacoUo6gODCvfJ0UZE0CeuFbsUMDOUEG6l2BoGFTMQqFrXOdqwEQuzdK3NmH/p7a4zU7tCiXapZaZxgAITl0piRnKd+5iitzrtCpNRveL3OQaXhekJ2Znpn93puhtMCcJW/+oEOK2RcrPsrnPrOHkps5pHqdWxG0xc1yrrDX3R5gdIXOcGmf2eSZk7p24w7yzCLn0PmLuQfDziv1puxDJgBsydFNjIllgzA+ZGCmxkSszMgLmRAhuZEjMzYG6kwEamxMwMmBspsJEpMTMD5kYKbGRKzMyA+aoAcT9EGZQm3uYTCtkr1bbfq90V66mamQoN4e29/RzBtPl03gqztn1FERz1bwYU2e2PveOlmmDWCIABvcQUzJL2ifchnLJn+yXtpvLYsE6ey47eMUfbwlS0+gowPWBikvj0TlvCZB2VWC0wKXP2aV0qFPbpvRWB47SpAHKWCALMalxxFUytQXJfhC+eGUWHlJ/O0rlcyCN1kSdXZ0n7iGXdGvV54XrPiJr6sN9HMWIXAdoKIueaPDmdcu1VwfSV6NdTdKIkISoDIDfazmD6NlLtAxIxlASTuq+GqlmpmF71UUfg0V+8Si1I6ngKJhUgnlyaOnV0xI30/LmfbV9wEST1KYWZKuvv5bzHke0M4rPYXOxpqZt2n4ZJ52pgYlBPmGftA6EU4hGIZ58x07D7yIvx7Myeo35UwcSPM2rkAjQTJBbPrHhcA1pbcPJhUOvIO2vfGyq3dSSgLzPqGpuPBjF9ZKDrpxL0Pbcc5fpYBZMO4Qbkcji3/p/nFibPAKD8jLpWkBhw1r43kvZoGxHtOurzzbjODWKto9rFApF+t/S5CuYMo6ONdgUCZrt2y5UMmMshae9QwGzXbrmSAXM5JO0dCpjt2i1XMmAuh6S9QwGzXbvlSgbM5ZC0dyhgtmu3XMmAuRyS9g4FzHbtlisZMJdD0t6hgNmu3XIlA+ZySNo7FDDbtVuuZMBcDkl7hwJmu3bLlQyYyyFp71DAbNduuZIBczkk7R2qgknkGBFyNurNR9sRBUd4pSLyiM7zkXF65o+1oYU1ZhPm6dvT9QqhmDW25PJWwQQMggOVxDmCKG6W+4QIKg/XnAPfJkI0VQf3JbTia23eXue0QV9s0sC09+58XgXTGwoQYGp2MsK5tkl5bHytfc45M7kmKt6Xb71m4BHIvUv6V/lKqxTAK1BA9TCp0gL3TagOzW7/XNc2mJr6Uh/ylCYGHjCth+Bc7cgm5buDK34Kpp9RrI0enGarZq8XG9dXA8GXb73G9fs+MUuxQX2i7941t7Y3o1wzTITwax8d1kgGqgTjXCPdGqVZmXpm8/U+1wCzs9K2QX+YtfrJgH228nkTTI3YnBjWYM3W1OaGUe83R7asPZf7S7lX3Sud4bR5NOOwizrPXL/t3wrn1TABaUUDlndX1jBccUo4BGP0U9/MVLJz1iC72+aoCibgvGsFZAomeQHp8wscZYA5OzEQj3bOgGSA4WLV97u42yqYGCeXZo8eJmJpvcy5YkD6cqPByuWn3CcAracgD9cCOrpvPeqvgtmjwahjnAIBc5y202sOmNMlH9dgwByn7fSaA+Z0ycc1GDDHaTu95oA5XfJxDQbMcdpOrzlgTpd8XIMBc5y202sOmNMlH9dgwByn7fSaA+Z0ycc1GDDHaTu95oA5XfJxDQbMcdpOrzlgTpd8XIMBc5y202uugkkICKEehIQQNpIK/VDsj8JKiLnhnk165o+pwC9bLs6PFaiCCRgEV1wP5wBRTI0i7pSHa859OKWPqymJmDs2I56iQBVMLxmwgKnALIKiuLZJeY4CnQkAO4qYs/XFeV6Bf5XP50s+8RHpQPUwKWiB+4pUh2a3fx7X5Qo8BdPPKIUyaqbSDc1We892Dzdsg6rtszivU6AZJnD82kfTij9lNip2lvOUm9WsTD2rMyNyo0ATTIBpk3Mmo2brs781OWsnnjfABKR1i8DKuVAExhUD3iftfKkvUh8FqmYm4LxrBWQKJnkB6fOr25The2qkfgpUwQQM65//eJhA1HrJDEyl1B8cUvniXrkCVTDLq42cVygQMK9QfVCbAXOQsFdUGzCvUH1QmwFzkLBXVHsbmHy39btof22//6bE5OfslNHP2vn6xK479T04VX71e7eB+ayQgOMfTvBHCoByDfzcV6dn27uifDFMPwtGXo8UQq/k+C68E0g0K4Y5UuCSunu4WbXDHz/8Hzr07M7H28DsJTJulnWSmblbelMwAclmh1duLBO42V02PwzMNwFT7021iwUis5O/D7MR2iW9CZi7wDqzozvM3C53J3d2JupVz7vD9O8vI4xyHtruMH3X2TXuuHP0dq5wPRSmNh4RRjkH9VCYrJNnfy+dY+bbaGUYTM3KCKOcN5CGwWRW8l0u0jwFhsDkSzlfyCOMch5IWhoCM8Io50JUa0NgRhil5J17HAJzrgnRmhQImFJig2PA3ACiTAiYUmKDY8DcAKJMCJhSYoNjwNwAokwImFJig2PA3ACiTAiYUmKDY8DcAKJMCJhSYoNjwNwAokwImFJig2PA3ACiTAiYUmKDY8DcAKJMmAKTmCBCLnMRCPyiuTTpl88+P7G5BFvr5xG0V/qjoFydvo3Vr6fAJFIPYfn4H7oCujTinfIMCIDZBEjuK9ha+UpidpXX12nrv8v5v6oM6DWw7I+GuLYzlGeCcNQ85RgIzOIS4fXPKHrWeVTXCs+qYDKK9btG/ctRiaZrbxT3fSA09TBrgFL6c3SgAxLwJTDJD/yjVFvnUV0rPKuCCThmCECBgBglsbGUeWbNZDDIFZfAZLAAnGMu1daZq2el+1Uw1XGgArQEJGWAjrB8atdMZjZlGBAkCzO1JpIPN37Ut9o6ZffqxyaYjOoSV4fxCAdMJYkt98qzozXT7lBp039UL0fqBvBRfeSrqdPWv/p5NUwEkxhHbkyG91ozVZ+dmbrHkX4xgy1IuWabL3WeqzOVd+V7VTA18uUucbcIceTSehsvr8AgsQlwth/0FXerpA2Xru0xV6fNc4fzYpi4Q9ZJzUZ9RbAudLTBtA0gXC19URIM74K5VsrBzNWpcnc6vlp7p15HX5MKBMykLPe8GTDvyS3Z64CZlOWeNwPmPbklex0wk7Lc82bAvCe3ZK8DZlKWe94MmPfklux1wEzKcs+bAfOe3JK9/g+qrHmTk2DDUAAAAABJRU5ErkJggg==[/img]
Enter the height in feet (thousandths place) of one of your group members here.
Enter the distance in feet (thousandths place) from the person above to the line on the mirror.
Enter the distance in feet from the base of the building to the line on the mirror.
Write your proportion (use colon format, please) to find the height of the building, h.