Let g(2) = sin() A) Graph the function y = g(2) B) What is the domain...
Find the trigonometric function value of angle A. 9) Find the amplibade of y 5) sin A7 and A in quadrant Find sec A A)π C) 3 Maltiply and simplify 10) (cos x - sin x)2 60 Convert to radians measure. Leave your answer in terms of A) cos2x+2 sin x - sin2x B) 1 C) 1-2 sin x cos D) cos2x+2 sin2x Answer the question. 11) Given the angle θ in standard position with the point (4, -3) lying...
Objective: • Graph and describe sinusoidal functions 1. Let x € R and let O be the radian measure of an angle in standard position. (a) Choose a value for z. Then let 0 = x and graph 0. (b) For any value of x, is it possible to find 0 = x? Explain. (c) Choose a value for 0 and graph 0. Is there a real number x that is equivalent to 0? Explain. (d) For any value of...
16. Using the graph of the function g shown: (a) Find the domain and the range of . (b) Find :(-1). (c) List the intercepts. (d) For what value of x does g(x)=-3? (e) Graph glx-2)+1 17. Find an equation of the circle satisfying the given conditions: Center (-4,1), passing through (-2,5)
7. The graph of g(x) is given below. State the domain and range of g(x) using interval notation. 9(2) 27 a. (4 pt) Give the domain and range of g(x). DOMAIN RANGE b. (6 pt) Use transformations to draw the graph of y = g( x) +1. 11. Given the polynomial graph below, answer the following. a. (2 pt) is the degree of the function even or odd? Explain how you know. b. (2 pt) is the leading coefficient positive...
ID Let f(x) = /2x=2 | (a) Find f'(x) as a piecewise function (6) Graph y = f'(x) (c) state the domain of f and the domain of f. Find lin tan 4x cos 3x sin 5x X> 12 Find y if y = (3x+5)*(x+4x) (3 Find y' it ya + 10x tanx 7 Let y= (a) Find (6) Find the equation of the tangent line at (74 y' Elf 8 X3 Prove lim (5-) = 4 (a) write the...
(-5,2) (-2,-1) Graph of g The continuous function g has domain -5 < x < 2. The graph of g, consisting of two line segments and a semicircle, is shown in the figure above. The graph of g has a horizontal tangent at x = -1. Let h be the function defined by h(x) = S-29(t)dt for -5 < < 2. (a) Find the x-coordinate of each critical point of h on the interval -5 < x < 2. (b)...
The graph of a function y=f(x) is given below
a) Find the domain and range
b) Find the absolute maximum and the absolute minimum,
if they exist
c) Identity any local maximum or local minimum
values
a function y = f(x) is given below. 2 (0,2) (1.1) (5.0) 13 and range
Consider the function y=f(x) whose graph is given below. Identify the following: A. domain: B. range: c. lim f(2)= D. lim $(=) E lim f(x) & lim f(x) G. lim f(z)- H. lim f(z) 1. lim f(1) J. Lim f(x)= K vertical asymptote(s): L. horizontal asymptote(s):
2. Graph EACH piecewise function. (3.5pts) A(x) = -2 135x<7 -10 if x 11 b. What is h(x) = 0 (Ipt) c. What is the range? (Ipt) d. What is the domain? (1 pt) e. Is there a local max, or min, and where? (Ipt) f. Where is the function increasing (1 pt) & Where is the function decreasing (Ipt) h. What is (0) (1 pt)
math final 172
Problems 16-17 are worth 8 credits each 1 Let fx)9 and let ga)-1. Specity the domain of f(x)/slz). 2. Draw the graph of y 3cos 2x from z0to x-2 3. Draw the graph of y 4-+2. 4Write an equation of the line perpendicular to the line y-2r-3 through (4,1) and sketch its graph. 5. Draw the graph of y- -2r-2 and label its maximum 6. Draw the graph of y-V-I 7. In triangle ABC, side a-8 in.,...