asked 96.1k views
4 votes
Find the length of y. assume the triangles are similar

a. 3.9
b. 3.6
c. 3.4
d. 3.2

Find the length of y. assume the triangles are similar a. 3.9 b. 3.6 c. 3.4 d. 3.2-example-1
asked
User Krad
by
8.4k points

2 Answers

2 votes

Answer:

3.6 = y

Explanation:

We can use ratios to solve

2.4 y

----------- = ------------

4.2 6.3

Using cross products

2.4 * 6.3 = 4.2 y

15.12=4.2y

Divide by 4.2

15.12/4.2 = 4.2y/4.2

3.6 = y

answered
User Gsbabil
by
8.6k points
7 votes

Hey there! I'm happy to help!

If the triangles are similar, the ratio between all of the sides is the same.

We see that to get the 4.2 in the big triangle to the 2.4 in the smaller triangle, we must divide by 1.75 (we get this from 4.2/2.4=1.75). So, if the ratio between all the sides is the same in both triangles, we can divide 6.3 by 1.75 to get y.

6.3/1.75=3.6

Therefore, the length of y is B. 3.6.

Have a wonderful day! :D

answered
User Codist
by
7.9k points

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