TAN (?) = 15
What is the missing value to the nearest hundredth?
My guess is 86.19. :)
looks good
To find the missing value of the trigonometric function TAN, we need to use the inverse tangent function, also known as arctangent or atan.
The inverse tangent function can be denoted as TAN^(-1) or atan, and it allows us to find the angle that corresponds to a given tangent value.
In this case, we are given that TAN(?) = 15 and we need to find the missing value to the nearest hundredth.
To find the missing angle, we can use the inverse tangent function as follows:
? = atan(15).
Now, let's calculate the value using a scientific calculator or an online trigonometric calculator:
? ≈ 86.41 degrees
Therefore, the missing value to the nearest hundredth is approximately 86.41 degrees, not 86.19 as you guessed.
To find the missing value in the equation TAN(?) = 15, we need to use the inverse tangent function (also known as arctan or tan^(-1)).
Starting with TAN (?) = 15, we take the inverse tangent of both sides:
? = arctan(15)
Now, using a calculator to find the inverse tangent of 15, we get:
? ≈ 86.41 degrees
Rounding to the nearest hundredth, the missing value in the equation TAN(?) = 15 is approximately 86.41.
So, your guess of 86.19 was close, but the correct value is 86.41 degrees.