Question

What is the tangent ratio for

Answer 1

a
`\displaystyle (2)/(3)`

Step-by-step explanation:

`\displaystyle (OPPOSITE)/(HYPOTENUSE) = sin\:θ \\ (ADJACENT)/(HYPOTENUSE) = cos\:θ \\ (OPPOSITE)/(ADJACENT) = tan\:θ \\ (HYPOTENUSE)/(ADJACENT) = sec\:θ \\ (HYPOTENUSE)/(OPPOSITE) = csc\:θ \\ (ADJACENT)/(OPPOSITE) = cot\:θ`

Look at where the tangent ratio is, and you will see that from ∠A, you will its opposite side and its adjacent side.

I am joyous to assist you anytime.

Answer 2

The answer to your question is letter A (2/3)

Explanation:

Formula

tangent Ф =
`(opposite side)/(adjacent side)`

For A

opposite side = 2

adjacent side = 3

Substitution

tan Ф =
`(2)/(3)`

Result

tan Ф =
`(2)/(3)`