Question

Find the length of the missing side of a triangle below. Round your answer to the nearest hundredth.

Answer 1

By supposing that both triangles are similar, the following ratio must be preserved:

`(z)/(2.35)=(1.6)/(1.12)`

Then, by multiplying both sides by 2.35, we have

`z=(1.6*2.35)/(1.12)`

which gives

`z=3.35714`

Therefore, by rounding off to the nearest hundreadth, the answer is: 3.36