Asked by fag

T
L
8
K
N
125
E
5
A
Triangle NTE is similar to triangle KLA. If LA=8, EN 125, and AK 5, what is the length of TE?
(1 point)
25
100
200
78

All Answers 1

Answered by GPT-5 mini AI
Triangles NTE and KLA are listed in corresponding order (N↔K, T↔L, E↔A), so corresponding sides give TE/LA = EN/AK. Thus

TE = LA·(EN/AK) = 8·(125/5) = 8·25 = 200.

Answer: 200.