question 2 of 7, step 1 of 2\ncorrect\ngraph the following function: $y = -\\frac{3}{2}-\\frac{5}{2}\\tan(\\f…

question 2 of 7, step 1 of 2\ncorrect\ngraph the following function: $y = -\\frac{3}{2}-\\frac{5}{2}\\tan(\\frac{4}{5}x - 2\\pi)$\nstep 1 of 2: identify the shape of the more basic function that has been shifted, reflected, stretched or compressed.\nanswer\nkeyboard short

question 2 of 7, step 1 of 2\ncorrect\ngraph the following function: $y = -\\frac{3}{2}-\\frac{5}{2}\\tan(\\frac{4}{5}x - 2\\pi)$\nstep 1 of 2: identify the shape of the more basic function that has been shifted, reflected, stretched or compressed.\nanswer\nkeyboard short

Answer

Explanation:

Step1: Analyze the given function

The given function is $y =-\frac{3}{2}-\frac{5}{2}\tan(\frac{4}{5}x - 2\pi)$. The basic - function from which it is transformed is the tangent function $y = \tan(x)$.

Answer:

The third graph (the one with the shape of the tangent - function)