2. Complete the chart below by first stating the values information Maximum Minimum value Equation 4Amplitude Period Midline value y-2sin(3r+15)-1 y= Ssint0.25)-2 y=Jcos(2r+10) cos 4x+2 find the range of the above functions?

Q: Outside temperatures over a 24-hour period can be modeled by a sinusoidal function. Suppose the high…

A: Given: The outside temperature over a 24hours is modeled using a sinusoidal function. The high…

Q: Q5 / Sketch the graph of function y = =+ 3x

A: we only solve one question at a time so please submit questions one by one.

Q: Which one of the following give the amplitude and period for the graph shown below? -2 MA

A: Given graph is :

Q: Graph y = 1/2 cot πx/2.

A: Here graph of y is to be made. In this graph cotx is a basic function.

Q: Identify the following features of the following function. y= 2cos(3(x-)) - 1 amplitude minimum…

A: Here we have to find the value of the amplitude of the function and find the minimum and maximum…

Q: Q) Plot, on the same figure, two related functions of y1 = sin? (x) and y2 = cos (2x), in the…

A: The two curves to be plotted are  y1=sin2x and y2=cos2x.

Q: Exercises: 1. Plot the following functions. Grid the plots, label the axis, and put a suitable title…

A: We will just use properties of functions to plot them.

Q: domain,

A:

Q: Sketch exactly two full periods of y=-3/2 sin (x/2- pi/4). Indicate all the key points on the x-axis…

A: Given: y=-32 sin x2-π4 To sketch for two full periods.

Q: Illustration 5.46 Find the minimum value of (se (corec-1x)2

A:

Q: Select the function with the greatest period. Select one: O a. y sin 0.5(x - 90°) O b. y 3 sin (x +…

A: We have to select the function with the greatest period.

Q: Outside temperatures over a 24-hour period car be modeled by a sinusoidal function. Suppose the high…

A: Given:Outside temperature over a 24 hour can be modeled by a sinusoidal function.The high…

Q: 60° x 30° 6

A: Concept: Trignometry foundation: (Degree minute and seconds) 1°=60'1°=3600''Here ' is for minute and…

Q: 1. 2. Plot the following function and adjust the size of the plot to fill most of the screen. y =…

A: The solution is shown below- As per company guidelines only one question is allowed to answer at…

Q: 2) A 50 foot diameter Ferris wheel is constantly turning at four revolutions per hour. The bottom of…

A: Amplitude, A:The diameter of the wheel,d = 50 ftThe radius of the wheel is,r = d2 = 25 ftAmplitude…

Q: Sketch the graph of the following between x = 4T and x = 4т. y = sin x 0.5 -Зл -2л 2л 47 -0.5-

A: y=sinx between x=-4π and x=4π

Q: The elevation of a valley above sea level (in feet) is modeled by the function f(x, y) =…

A: Given,  The elevation of a valley above sea level (in feet ) is modeled by the function,…