lionely said:I believe -45
lionely said:Yes what are the possible values of theta and I'm sure, I haven't started working in radians at school as yet... =/
"Tan 2θ" refers to the tangent of an angle, where θ represents the measure of the angle. In this case, the angle is multiplied by 2 and the tangent is taken, resulting in a numerical value.
The range of solutions for "Tan 2θ" is between -180 and 180. This represents all possible angles, both positive and negative, in degrees.
To find solutions for "Tan 2θ" within the range of -180 and 180, you can use a scientific calculator or a trigonometric table. Simply input the desired angle in degrees and take the tangent to find the solution.
Yes, "Tan 2θ" can have multiple solutions within the range of -180 and 180. This is because the tangent function is periodic, meaning it repeats itself infinitely. So, there can be multiple angles that result in the same tangent value.
Yes, it is possible for "Tan 2θ" to have no solutions within the range of -180 and 180. This can happen when the tangent value is undefined or when there is no angle that results in the given tangent value.