PLEASE RESPOND ASAP You are making the kite shown at the right from five pairs of congruent panels. In parts (a)–(d) below, use the given information to find the side lengths of the kite’s panels. ABCD is a kite. EB 5 15 in., BC 5 25 in. The extended ratio XY: YZ : ZC is 3: 1: 4. EX is parallel to BC, EX is parallel to YF is parallel to GZ a. nBEX c. YFGZ b. XEFY d. nZGC

A) 9

B) 6

C) 2

D) 8

Step-by-step explanation:

Task 2. Because triangle BXE is similar to triangle BEC, we know the proportions are the same. Since 15 is 3/5 of 25, BX would be 3/5 of 15 = 9.

25-9=16, so the rest of BC =16. The proportions are 3:1:4, which makes the side outer lengths of XEFY=6, YFGZ=2, ZGC=8.

If all that your teacher wants is the outside edge, then those are the answers, and that’s what I put at the top. BUT, if he/she wants the entire length of the perimeter of each panel, it gets more complicated.  

the least value out of the data shown is 5, maybe if you post a picture with it i could a little more.

step-by-step explanation: