Question

find the value of theta

Answer 1

7x10^90

Answer 2

\[\cot^2\theta-\tan^2\theta=0\]

Answer 3

what is the value of \[\theta\]

Answer 4

2.) \[2\sin^2\theta+\cos \theta+1=0\]

Answer 5

This would be equivalent to saying that the cot^2 = tan^2 or that cot = tan or that cos/sin=sin/cos or that sin^2 = cos^2. The only way that could be true is if the side opposite = the side adjacent. This then would be a 45-45-90 triangle.

Answer 6

how can I find the value of the angle?

Answer 7

help please

Answer 8

Well, in a 45-45-90 triangle, the angle would be 45

Answer 9

\[f\]\[\cot ^{2}\Theta-\tan ^{2}\Theta = 0\]