Saved Bookmarks
| 1. |
square.From the given figure, prove that(i) BX AP2(i) AP + CR 2BQP is the mid-noint of the side AB of a19 |
|
Answer» we know that sum of parallel sides is equal to twice of the line joining the mid points of non parallel sides. you can use the mid point theorem and its conversefor solving the question.in triangle ACP,X is mid point of PC [converse of mid point theorem]also BX =1/2 AP [mid point theorem].(1)similarly by using both theorems in triangle CRP,we can proveXQ=1/2 CR .(2)(1)+(2)= BX +XQ= 1/2(AP+CR)this implies AP+CR=2 BQ |
|