Question

0 Which expression shows the correct way to solve for the length of GH? HG=18.4/ Sin 35 GH=18.4 x Sin 35 GH= 18.4 x Cos 35 GH= 18.4/Cos 35​

Answer 1

third option

Explanation:

using the cosine ratio in the right triangle

cos35° =
`(adjacent)/(hypotenuse)` =
`(FH)/(GH)` =
`(18.4)/(GH)` ( multiply both sides by GH )

GH × cos35° = 18.4 ( divide both sides by cos35° )

GH =
`(18.4)/(cos35)`