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The slopes of four lines are listed. Tell which of the lines is the steepest.

m = –1, m = –6, m = –4, m = –17/4

Plot the points (4, 3) and (–2, –1). Draw the line passing through both these points. Then find the slope using the rise and run.

Obtain the slope of the line.

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Obtain the slope of the line through the pair of points.

R (–3, 4), S (–2, 4)

L (–3, 18), M (3, 4)

Determine the slope of the line that contains the given points.

J (2, –1), K (7, 8)

P (4, –5), Q (3, –7)

H (2 ^{ 2 } / _{ 3 } , 6 ^{ 1 } / _{ 3 } ), J (1 ^{ 2 } / _{ 3 } , 7)

Plot the points (3, 4) and (0, 4).

Then find the slope of the line through these two points.

Plot the points (–2, –3) and (2, 5).

Plot the points (0, –3) and (–2, –5).

Plot the points (4, 5) and (–5, 2).

Plot the points (–3, –2) and (7, 1) and draw a line through them. Is the slope of the line positive , negative , zero , or undefined ? Explain without calculating.

Plot the points (5, –2) and (1, 6) and draw a line through them. Is the slope of the line positive , negative , zero , or undefined ? Explain without calculating.

Do the points (0, –3), (3/2, 2), and (–1/2, –5/2) lie on a line? Explain.

Find the slope of and the slope of Are the lines parallel? Explain.

A (3, 3), B (1, –2), C (–4, 4), D (–3, –1)

A (2, 3), B (0, –2), C (4, 3), D (6, 8)

Compute x , if the slope of the line containing the points (6, 2) and ( x , 8) is 3.

Compute y , if the slope of the line containing the points (–5, y ) and (3, 5 y ) is 9.

A jet airplane climbs 19.6ft for every 40 ft it moves horizontally.

Find the slope of the line as a percent.

A line contains points ( a , –b ) and ( b , – a ) where a b . Find the slope.