Find the missing value to the nearest hundredth.
tan ___ = 73
a- 81.61
b- 64.61
c- 60.61
d- 89.22
My answer is D
I agree.
thank you
To find the missing value, you can use the inverse tangent function (also known as arctan or tan^-1). In this case, you want to find the angle whose tangent is 73.
Using a calculator, you can enter "tan^-1(73)" to find the approximate value of the angle.
When you do this, you should get an answer of approximately 89.22.
Therefore, the correct answer is d- 89.22.
To find the missing value, we need to use the inverse function of tangent, which is arctan or tan^(-1). We can use a scientific calculator or an online calculator that has the arctan function to find the missing value. Let's calculate it:
arctan(73) ≈ 88.98°
So, the missing value, when rounded to the nearest hundredth, is approximately 88.98°. Looking at the given options, the closest value is 89.22°, which corresponds to option D. Therefore, your answer of D is correct.