u11 - Area & Perimeter w/ expression/vector review

Choose the order pair that represents point A;

A.(0,5)

B.(5,0)

C.(-4,-1)

D.(1,-4)

What it the slope (m) for the graph?

Given -3x + 2y = 10, what is the y-intercept?

What is the y-intercept (b) of the table?

What is the slope (m) of the table?

Enter the value for B on the table given that y = 1/2x + 5.

Find the missing LENGTH:

Find the AREA (Given that the missing length is 5.74)

A.5.74

B.23.35

C.38.74

D.45.92

Find the PERIMETER. (Given the missing length is 5.74)

Find the missing LENGTH:

Given the missing length is 5, find the AREA:

Given the missing length is 5, find the PERIMETER:

Find the missing LENGTH:

Given the missing length is approximately 24.25, find the AREA:

Given the missing length is 24.25, find the PERIMETER:

Find the missing length:

A.10.82

B.42.08

C.81

D.81.08

Given the missing length is 10.82, find the PERIMETER:

A.10.82

B.43.82

C.81

D.81.08

Given the missing length is 10.82, find the AREA:

A.10.82

B.43.82

C.81

D.81.08

Find the distance from point A to point B:

Find the absolute distance from point A to point B:

Given A(-2,-3) to B(3,6), find the absolute distance from point A to point B.

Find the AREA of the polygon:

Find the PERIMETER for the given polygon:

Find the AREA of the given polygon:

Find the PERIMETER of the given polygon:

Find the AREA of the given polygon:

Find the PERIMETER of the given polygon:

Find the AREA of the given polygon:

Find the PERIMETER of the given polygon:

Find the absolute distance from point A(9, -2) to point B(-12, 4)

Find the absolute distance from point A(23, -4) to point B(2, 8).

HONORS: Component form for the given vector:

A.<4, 3>

B.(1, -2), (5, 1)

C.<8, 6>

D.5

HONORS: Apply the scale factor of 3 to the vector shown. Select the component form of the new vector.

A.<4, 3>

B.(1, -2), (5, 1)

C.<12, 9>

D.(3, -6), (15, 3)