Slope Intercept Sprint Worksheet
Algebra 1 Practice Linear Equations
Slope & y-Intercept Sprint
Name
Date
Period
Directions: Find the slope (\(m\)) and \(y\)-intercept (\(b\)). Remember equations may be written as \(y = mx + b\) or \(y = b + mx\).
Score: / 50
01 \( y = 3x + 8 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
02 \( y = 7 - 4x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
03 \( y = -5x - 2 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
04 \( y = 12 + 6x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
05 \( y = \frac{1}{2}x + 5 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
06 \( y = -9 + \frac{3}{4}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
07 \( y = -\frac{2}{3}x - 4 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
08 \( y = 1 - 8x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
09 \( y = x - 11 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
10 \( y = -x + 6 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
11 \( y = 15 - x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
12 \( y = \frac{4}{5}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
13 \( y = -3 + 2x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
14 \( y = -7x + 10 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
15 \( y = \frac{5}{2} - 3x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
16 \( y = -\frac{7}{4}x + 1 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
17 \( y = 8 + \frac{1}{3}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
18 \( y = 9x - 14 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
19 \( y = -6 - \frac{5}{6}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
20 \( y = \frac{2}{5}x - \frac{3}{5} \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
21 \( y = 4 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
22 \( y = -2 + x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
23 \( y = -\frac{1}{8}x + 9 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
24 \( y = \frac{7}{3} - 2x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
25 \( y = 11x + 3 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
Continue to Questions 26 – 50 on next page Page 1 of 2
Part II
Slope & y-Intercept Sprint (Continued)
Name:
Period:
Key Reminder: Slope (\(m\)) is always the coefficient multiplied by \(x\); the \(y\)-intercept (\(b\)) is the constant term.
Q 26 – 50
26 \( y = -10 + 4x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
27 \( y = \frac{3}{8}x - 7 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
28 \( y = 13 - 5x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
29 \( y = -6x - 1 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
30 \( y = -\frac{4}{7} + x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
31 \( y = \frac{9}{4}x + \frac{1}{2} \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
32 \( y = -8 - \frac{3}{2}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
33 \( y = 2x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
34 \( y = 17 - \frac{2}{9}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
35 \( y = -\frac{5}{3}x - \frac{7}{3} \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
36 \( y = -16 + 7x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
37 \( y = \frac{1}{6}x - 10 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
38 \( y = -x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
39 \( y = 5 + \frac{8}{3}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
40 \( y = -\frac{11}{5}x + 4 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
41 \( y = -1 - 9x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
42 \( y = \frac{7}{10}x - 3 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
43 \( y = -12 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
44 \( y = \frac{4}{3} - \frac{1}{5}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
45 \( y = 8x - \frac{9}{2} \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
46 \( y = -15 - x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
47 \( y = -\frac{3}{10}x + \frac{1}{10} \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
48 \( y = 22 + \frac{5}{4}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
49 \( y = -13x + 6 \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
50 \( y = \frac{1}{4} - \frac{7}{8}x \)
Slope (\(m\)) =
\(y\)-intercept (\(b\)) =
Final Check: Confirm negative signs on slope & intercept before turning in!
50 / 50
Great work! Make sure all fractions are in simplest form. Page 2 of 2