Find the angle with a tangent ratio of 0.9325. a. 77° c. 13° b. 43° d. 47°

b. 43°

Step-by-step explanation:

Let the angle be represented by x.

Then as per the question tan x = 0.9325

Taking tan_inverse of both sides:

tan_inverse(tan x) = tan_inverse(0.9325)

In other words , x= tan_inverse (0.9325)

From table lookup of tan_inverse values , this corresponds to 42.99953766 degrees ( = 0.75 radians).

From among the given options, the closest answer is 43°.

So the angle with a tangent ratio of 0.9325 is 43°.

there is no points to select.

step-by-step explanation: