Question

Solve:
tan(x) = 7

Answer 1

inverse

Answer 2

tan-1(7)=x

Answer 3

\[\tan (\pi x / 180) = 7\]

Answer 4

57?

Answer 5

give me a sec

Answer 6

=81.87

Answer 7

so x=81.87 degrees

Answer 8

\[\large \tan(x) = 7\] x is our angle measurement so in order to find it, we take the inverse function that helps us solve for just x. \[\large \tan^{-1}(7) = x\] putting this into your calculator, you will get \[\large x \approx 81.8698 \approx 81.9\]

Answer 9

What is \[\tan(\frac{ \pi x }{ 180 }) = 7\] for then?

Answer 10

Except the 7.

Answer 11

I think that tells you for whatever value of x you input, you're going to get an angle measurement of tan

Answer 12

Thanks