2. As shown in Figure 2, a camera is mounted at a point 3000 ft from the base of a rocket launching pad. The rocket rises vertically when launched, and the camera's elevation angle is continually adjusted to follow the bottom of the rocket. (a) Express the height x as a function of the elevation angle 0. (b) Find the domain of the function in part (a). Rocket 3000 ft Camera Figure 2

Q: Sketch the graph of a function that could have the graphs of f ' and f '' appearing in Figure

A: Given:

Q: X- + 1

A:

Q: What are the domain, range, and period of the function f(0) = - 2cos(-÷0) +1, Explain how you…

A:

Q: Sketch the graph of the reciprocal of each function. c) a) y f(x) yaf(x) 4- -2 -2- 4 -2 2. 4. -6 2…

A:

Q: What is meant by Constant function in reference to algebra?

A: If the value of a function if constant for all values of x, then it is called a constant function.…

Q: 24. Is arcsine an even function, an odd function, or neither?

A:

Q: What is the purpo

A: To determine: Purpose on adding h to the function.

Q: Question 2 Find domain and range of the following function 1 f(x,y) = - 81 – x² – y²

A: Given function is, fx,y=181-x2-y2

Q: Question 5. Sketch the graph of the function: x – 1 f(a) x + 2

A:

Q: An observer views the space shuttle from a distance of x = 4 mi from the launch pad.   (a) Express…

A: a  Tanθ=hx          h=x tanθ         h=4 tanθ

Q: What are the domain, range, and period of the function f(0) = 2csc(0 + 1)₂

A: solution:-f(θ)=2cscθ+π4=2sinθ+π4sinθ+π4≠0θ+π4≠nπθ≠nπ-π4Domain: all real θθ≠nπ-π4,…

Q: A woman 5 ft tall is standing near a street lamp-that is 12 ft tall, as shown in the figure. Find a…

A: A women 5 ft tall is standing near a street lamp that is 12 ft tall.

Q: A wind turbine has a tubular steel tower that is 70 meters high. It has three 20-meter long blades…

A: a. The steel tower is 70 m high and the blade length is 20m. At 3 'o'clock, suppose the tip of the…

Q: Linda boards a Ferris Wheel from the bottom, at the 6 o'clock position, and the Ferris Wheel rotates…

A: Given, The center of the Ferris wheel is 35 feet above the ground and radius of the Ferris wheel is…

Q: Question 10 of 10 In the Andes mountains in Peru, the number, N, of species of bats is a function of…

A:

Q: Find the function value without using a calculator. sec 150°

A: we have to find the function value without using a calculator. sec 150°

Q: In the theory of relativity, the mass of a particle is mo m where m, is the rest mass of the…

A: The mass of the particle is given.

Q: what is the domain of each circular function? what are the pairs of circular functions which have…

A: In this question we have to find the domain of each circular function. And pair which have the same…

Q: If f is a function defined by the equation y = f(x), then x is called the _________ variable, and y…

A: A function is represented by y=fx The variable x is called the input variable, referred to as the…

Q: What is a function, in your own words? Give an example to back up your points.

A:

Q: Question 5 Determine the domain of the function Screen Shot 2021-10-05 at 10.58.46 AM.png f(x)% =…

A:

Q: Question 10- write the equation of the function

A: The given graph is:

Q: Question 1. What are the domain and the range of each function?

A: Here from the given data,    Domain ={3, 5 , 7, 8, 11}

Q: Which one of these is a function?

A:

Q: The average daily height of a river can be modeled with a cyclic function. The minimum average daily…

A: Given that: Minimum average daily height = 16 meters after 5 days gives y(5) = 16 Maximum average…

Q: QUESTION 6 Determine if the following equation define y as a function of x x+y3=8

A: We have to find function

Q: Find the exact function value of sec (π/3)

A: Given information

Q: (--3) Sketch the midline and the graph of the function f(x) = 2+ cos 5- -2 -1 2 3. 10 -2 -3 -4 --5…

A:

Q: The height of a rider on a Ferris wheel can be modelled using the function h(x) -= 8 sin…

A:

Q: A right triangle is formed in the first quadrant by the x- and y-axes and a line through the point…

A: Given points are x,0 lies in x-axis,2,3 and 0,y lies in y-axisSlope between 2,3 & x,0 = 3-02-x =…

Q: Make a rough sketch of the graph of the function. Donot use a calculator.   y = e|x|

A: Consider the given function y=ex

Q: How can the One-to-One Functions Graphically be identified?

A: If a function has no two ordered pairs with different first coordinates and the same second…

Q: An observer views a rocket take off from a distance of 2 miles from the launch pad, and tracks the…

A: To find the following terms

Q: What are the domain, range, and period of the function f(0) ) = -20cos( - 10) + 1₂

A:

Q: Sketch the graph of the function. y = 2 sec 2x

A: we have to sketch the graph of the function  y = 2 sec 2x.

Q: To calculate the amplitude for a function, take half the __________ of the___________ value and the…

A: The amplitude of the function has different definitions. The one of the definition is that, the…

Q: A function wherein all terms are of the same degree in terms of x and y is known as ________

A:

Q: 15. If a projectile is fired with velocity vo at an angle 0, then its range, the horizontal distance…

A: Given :V0 = 2200 ft/s      Range = 5000 ft To find: Angle in degrees

Q: When is it possible to compose one function with another? Give examples of compositions and their…

A: A new function can be created by combining the two pre-exist functions. This new function can be…

Q: A plane flying at an altitude of 6 miles above an antenna on level ground is on a path that will…

A: Let us consider the points to write d as a function of x.Let A be the point where the plane is…

Q: How would I use this graph of f to draw its inverse function?

A: We know that if f(x) is a linear function , then inverse function of f(x) is also linear , so graph…

Q: f(x, y) = ln(y + 2) +√9-y- x²

A:

Q: A 40-ft pole casts a shadow as shown in the figure. 40 ft (a) Express the angle of elevation 0 of…

A: tanθ = 40s θ = tan-1(40s)

Q: A function and its inverse are reflections of one another in the y=x line as shown in the graph.…

A: True.

Q: Make a rough sketch of the graph of the function. Donot use a calculator.   y = 2(1 -ex)

A: Make a rough sketch of the graph of the function. Donot use a calculator.   y = 2(1 -ex)

Q: 15. Determine a piccewise equation for the function shown graphed below.

A: The graph of the function shown below: