A ball is thrown, and its height is recorded a number of different times. The ball reaches a maximum height of 20 meters after 1.5 seconds. a) sketch the relation. Time is independent variable and height is the dependent variable. b) state a reasonable domain and range for the relation c) is this relation a function? Explain. d) a student decided to use height as the independent variable and time as the dependent variable. Sketch a graph of this relation.

Q: -53-2 23 45 -3 -5 Write an equation for the function graphed above

A: Shifting of graph properties: If we have given graph of y = f(x) and c be any positive constant then…

Q: 1) Select the equation that represents the function given in the table below a) y = 1.50x -10 1 5.50…

A:

Q: 4) Write the domain and range of each relation. Also determine if each graph represents a function…

A:

Q: What are the domain and range of the​ relation? Is the relation a​ function?   D=​{(0​,0​),…

A: Here I am attaching image so that you understand each and every step.

Q: Find the domain and the range of the relation shown in the given graph. Also, determine whether the…

A:

Q: create a table of values (with 4-5 rows) for a non - linear relation. Explain how a classmate could…

A: We will consider a non linear relation. Then we will explain the reason.

Q: given the two relation |y| = |x|x -2 and y = |x|: 1) Determine whether each relation is a function.…

A: 1) Given, Two relations y=xx-2 and y=x Consider the relation, y=xx-2 ⇒y=xx-2 and y=-xx-2 Domain of…

Q: State the domain and range of each relation. Then recognize whether the relation is a function or…

A: Given relations:- a) y=-3x+12-4b) y=1x+3

Q: On a piece of paper graph the equation relation. Give answer in interval notation. Domain: (x − 3)²…

A: