Is the point (-11, 2) on the circle with radius 5 and center (-7, 4)? Complete the sentences to explain. An equation for the graph is (x - 2+(y- 2 = .Substitute (-11, 2) into the expression on the left side to get (-4)2 + (-2)2 = Since %3D this value equal 25, then the point (-11, 2) on the circle.

Q: Write an equation to match the graph with coordinates (3,1), (2,2), (1,4), (0,8)

A: Solution of given equation is written in below steps.

Q: Find the equation of the line above.

A: Given,

Q: 3,-1),(-2,14) what is the equation

A: Given that: The points ( 3, - 1 ) and ( - 2 , 14) .

Q: write the equation of the graph given the x intercepts -4 and 9.

A:

Q: Convert y = 5(x - 6)² - 20 to standard form AND intercept form.

A:

Q: find y intercept 3x-y=9

A: To find the y intercept, substitute x=0 and then solve for y to get y intercept.

Q: Draw the relationship between two variables that move in opposite directions. y 10- 0- >>> Draw only…

A: When the two variables move in opposite direction, the slope change between the two variables will…

Q: Determine which ordered pair is a solution of y = -3x + 4 A. (5,-12) B. (3, 6) C. (-4,1) D. (2, -2)

A: Solution

Q: Graph the line through (-2,-7), m=6

A: First plot (-2, -7). Then for m=6. Go 6 unit up and 1 unit right. (-2+1, -7+6)=(-1,-1)

Q: find the equation of the graph

A: We see that for values of x=0, y=0.

Q: Write the equation for the line that contains the points (5,6) and (10,12).

A: Given points are  (5,6) and (10,12).