The graph of f(t) = tan (t - TT/3) is obtain by shifting the graph of f(t) = tan t a distance of units to the

Q: The graphs y=x³ Y 60 40 20- 20 -40 11x² +36x + 10 and y = 2x are shown in the figure. 0 2 E2 At how…

A:

Q: How is the graph of f(t)= \og,t !! 4 related to the graph Of glt)=4

A:

Q: Analyze the graph of y = (arctan x)2.

A: Given- y=arctanx2 To Analyze- The above graph.

Q: Sketch the graph of y = 3sinx on the interval ( -π , 4π )

A: Solution:-

Q: What is the graph of y = tan(4x)?

A: Given equation:- y=tan4x

Q: Graph f(t)= S cos(A)6(A-2) + A2 (A-4)dA. Justify your graph.

A:

Q: Let P = (x,y) be a point on the graph of y = x- 12. %3! Express the distance, d, from P to the…

A: The given problem is to find the distance function in terms of x where distance between origin and…

Q: The force F (in pounds) on a person's back when he or she bends over at an angle e from an upright…

A: The given model is: F=0.6W sinθ+90°sin(12°) where W represents weight of the person in pounds.

Q: What should I do to graph functions of the form y = A sin Bx if B is negative?

A: How to make graph of y=A sin Bx if B is negative.

Q: Use a graphing utility to graph y = x sin1/ x . Show that the graph is concave downward to the right…

A: Given function is y=sin1x

Q: How do the slopes of the lines tangent to the graph of y = tan-1 x behave as x S ∞?

A: The slope of the line tangent to the graph of y=tan-1x  at a point is the derivative of the function…

Q: Graph two periods of the given tangent function y = 2 tan 2x.

A: we have to draw the graph of two periods of the given tangent function y = 2 tan 2x.

Q: For the function p graphed in the accompanying figure, find lim p(x). y = 6(x) 4

A: As x tend to minus infinity, y approach to zero.

Q: e lim tan(x).

A:

Q: Find the period of f(x) = tan(4x) + 2 and sketch its graph. Chose a scale for the axes that show at…

A: The objective is to find the period of the given trigonometric function and sketch the graph.

Q: Graph: y=sin(2x)+1

A: y=sin2x+1

Q: Find the slope of the line tangent to the graph of y = tan-1 x at x = -2.

A: Given: y=tan-1x at x=-2