Try It

Practice Problem #1

Find the slope between the points (-4, 1), (0, -2)

Start by substituting in the values given.

m equals (y2 - y1) over (x1 - x1)

the formula for slope missing the values for y2, y1, x2, and x1

Answer:-2 - 1/ 0 - -4

m equals blank over blank

Answer: -3/-4

Practice Problem #2

Find the slope between the points (0, -2), (-3, -8)

m equals (y2 - y1) over (x2 minus x1)

the formula for slope missing the values for y2, y1, x2, and x1

Answer:-8 - -2/ -3 - 0

m equals blank over blank

Answer: -6/-3

Simplify

m = ___

Answer: 2

Video example

Practice Problem #3

If you were teaveling from left to right on a line and you said you were going downhill would the slope be positive or negative.

Answer: negative; a line slanted down as it moves from left to right

Practice Problem #4

Write the equation 3x + y = 8 in slope intercept form

What can you do to isolate the y variable?

- ____ + 3x + y = 8 - ___

Answer: 3x, 3x

Rearrange the right side of the equation so the x term is listed first.

y = ___ + ___

Answer: -3, 8

What is m?

Answer: -3

What are the coordinates of the y intercept?

Answer: 0, 8

Practice Problem #5

Write the equation -5x - 2y = 2 in slope intercept form

What can you do to isolate the y variable?

____ -5x - 2y = 2 + ___

Answer: 5x, 5x

Rearrange the right side of the equation so the x term is listed first.

-2y = ___

Answer: 5x + 2

We need to get the y term so that it has no coefficient. What should you do?

negative 2y over blank is equal to (5x plus 2) over blank

Answer: -2, -2

y equals negative (blank over blank) x minus blank

Answer: 5/2, 1

What is m?

Answer: -2.5

What are the coordinates of the y intercept?

Answer: 0, -1

Video example

Previous Page