We can use the proportionality of corresponding sides in similar triangles to find the length of TE.
According to the given information, LA is 8 and AK is 5.
Since triangle NTE is similar to triangle KLA, we can write the following proportion:
LA/AK = TE/EN
Substituting the given values, we have:
8/5 = TE/125
Cross multiplying, we get:
5 * TE = 8 * 125
5 * TE = 1000
Dividing both sides by 5, we find:
TE = 1000/5 = <<1000/5=200>>200.
Therefore, the length of TE is 200. Answer: \boxed{200}.
Triangle NTE is similar to triangle KLA. If LA-8, EN 125, and AK 5, what is the length of TE?
78
100
25
200
1 answer
6 answers