Question

Find the trigonometric ratio as a reduced fraction: tan Z.

Answer 1

Answer: We are asked to find the trigonometric ratio tan(z) as a reduced fraction.

`\tan (Z)=\frac{Opposite}{\text{Adjacent}}`

From the given triangle, we have the following:

`\tan (Z)=\frac{Opposite}{\text{Adjacent}}=(30)/(16)=(15)/(8)`

Therefore , the answer in the reduced fraction is:

`(15)/(8)`