Question
Write the equation of the curve in its final position: the graph of y = tan (x) is shifted by (pi/6) units to the right, stretched by a factor of 3, then translated 8 units up.
Answers
y = tan[3[x-II/6]+8
Related Questions
Find the equation for the curve in its final position. The graph y=sin (x) is shifted a distance of...
Find the equation for the curve in its final position. The graph y=sec(x) is shifted a distance of p...
Find the equation for the curve in its final position. The graph y=tan(x) is shifted a distance of p...
Write the equation for the curve in its final position. The graph y=sin(x) is reflected in the x-axi...