120k views
2 votes
find the length of the top part of the window shown. The diameter of the Sun in my circle is 63 in in length. Round your answer to the nearest inch​

find the length of the top part of the window shown. The diameter of the Sun in my-example-1

2 Answers

4 votes

Answer:34)63

Explanation:

User Rana Pratap Singh
by
4.9k points
4 votes

Answer:


99\ inches

Explanation:


We\ are\ given\ that,\\Diameter\ of\ the\ Sun\ or\ the\ Semi-Circular\ Window=63\ inches\\Hence\ in\ order\ to\ find\ the\ length\ of\ the\ top\ part,\ we\ need\ to\\ find\ the\ semi-circumference\ of\ the\ window.\\Hence,\\As\ we\ know\ that,\ in\ any\ circular\ figure,\\Radius=(Diameter)/(2) \\Hence\ here,\\Radius\ of\ the\ Semi-Circular\ Window=(63)/(2)\\Hence,\\As\ the\ Circumference\ of\ a\ circle= 2\pi r
Hence,\\Semi-Circumference= (Circumference)/(2)\\Hence,\\ Semi-Circumference=(2\pi r)/(2)\\Semi-Circumference=\pi r\\Hence\ taking\ r=(63)/(2)\ and\ \pi =(22)/(7) ,\\The\ Semi-Circumference\ of\ the\ Semi-Circular\ Window=\pi *(63)/(2) \\The\ Semi-Circumference\ of\ the\ Semi-Circular\ Window= (22)/(7)*(63)/(2)\\


The\ Semi-Circumference\ of\ the\ Semi-Circular\ Window= 11*9=99\ in\\Hence,\\The\ length\ of\ the\ top\ part\ of\ the\ window= 99\ inches

User Elysia
by
5.0k points
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.