
8. You are given the trigonometric function y = 3 sin 3 (u – 20°). (a)...
given the equation of the function, find the requested information
3. y=5-2 sin Midline: Amplitude: Maximum: Minimum: Period: Phase shift: Domain: Range: 4. y = 4cos C) +3 Midline: Amplitude: Minimum: Maximum: Period: Phase shift: Domain: Range:
Graph two periods of the function y = 3 sin (4x + π). Label your axes appropriately and identify the period, amplitude, and phase shift of the function. Also fill in the blanks: Period ________ Amplitude ____________ Phase Shift ___________
e the amplitude, period, phase shift, vertical shift. Find the coordinates of the first two points (xo, yo) and (x1,y) of the five key points for the trig function y-3 sin(x T) in one period starting with the phase shift. (No need to sketch the graph)
e the amplitude, period, phase shift, vertical shift. Find the coordinates of the first two points (xo, yo) and (x1,y) of the five key points for the trig function y-3 sin(x T) in one...
Determine the amplitude, period, and phase shift of the function. Graph the function. y= sin (4x -21)
Consider the function y = 2 sin(- ++) + 1. i) Fill in the following blanks: Amplitude: Period: Phase Shift: Vertical Shift: An interval on which to graph one full period: ii) Graph the function y and identify the key points on full period. Graph of y = 2 sin( - ++)+1
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...
Find the amplitude, period, and phase shift of the function. y = 2 sin(x - 1) amplitude period phase shift Graph one complete period. у 1 V 2x 2x -2 0-31 31 Graph one complete period. 2 2x 21 0-31 AN - 2
please help with part b
Amplitude, Period, and Phase Shift: From Function. Given a function f(x) = a sin(bx + c) or g(x) = a cos(bx + c), you have the following formulas: Amplitude = lal Period = 40 Phase Shift = -9 Determine the amplitude, period, and phase shift for the given functions: (a) f(x) = -6 sin(5x - 2) Amplitude = 6 Period Phase Shift = (b) f(x) - 4 sin(8 - 9xx) Amplitude Period = Phase Shift...
Graph the following function, 7 y=sin Use the graphing tool to graph the function. Click to enlarge graph (For any answer boxes shown with the grapher, type an exact answer. Type the word pi to insert the symbol t as needed.) X - 2 Amplitude Period 100 2x Vertical Shift Phase shift 10 x-axis reflection y-axis reflection Editing:
32. Graph the following functions over 2 CYCLES Label the aves [C, 20m] a) y- sinx+60)-3 Amplitude, Maximum Minimum Period (one cycle). Vertical Translation b) y-3 sin [20x-30]-2 Period (one cycle) Amplitude, -Phase shift Maximum- Vertical Translation Minimum