Given

Given the equation y=5 sin [4(x+600)} -2, find the value of amplitude, phase shift, the direction of the phase shift, the value of the vertical shift and the direction of the vertical shift

A rescued whale is released into the ocean 400 meters due east of a coast guard station. The whale swims directly away from the shore. coast guard station point of release O tan(0) (a) Which of the following equations can be used to relate the angle, 0, and the distance between the whale and the point of release, x? O cos(0) O sec(0) = O sin(0) = O tan(0) = X 400 X 400 X 400 O cos² (0)- X 400 400 X O sec² (8) de dt de dt (b) Which of the following would be an appropriate related rate equation for the answer to part (a)? 1 dx 400 dt = O sec² (0) dx dt O sec(0)tan(0)- O cos²(e) de dt = = 8 1 dx 400 dt de 1 dx dt 400 dt = dx dt X whale 1 de 400 dt (c) If the whale swims at a constant rate of 60 meters per minute, how fast is the angle changing when the whale is 300 meters from the point of release? Give an exact answer. radians per minute

Please give me the amplitude, period, the vertical and phase shift, and the midline of the equation attached. Also graph it

Solve

sec(t) – cos(t) sin(t) Simplify to a single trig function with no fractions.

Write the equation for the following information. Sine function with amplitude of 4, period TT, phase shift TT/2 units to the right, and vertical displacement 5 units down. 2. a. b. Tangent function with vertical stretch of 0.5, period 4TT, phase shift TT/6 units to the left, and vertical displacement 2 units up.

For y = -2cos X, find the amplitude period

Given the function, y = 7 + 5 sin(2x), find the following: (use pi for 7) Midline: Frequency: Amplitude: period:

What is the period of the graph of the function y sin(9x)? Use pi for T.