Page 541 - Algebra 1

Lesson Practice
Practice
Distributed and Integrated
.
5. Find the horizontal asymptote: y = 2x + 3 -5.
(78)
Solve.
6. 11⎢x = 55
(74)
Factor.
3
*11. (x - 1)x2 + 7x(x - 1) + 10(x - 1) (79)
*8.
(79)
*10.
(79)
c12 + 11c11 + 24c10 -3m2 - 30m - 48
7. x - 5 ≥ 0 OR x + 1 < -2 (73)
9. 42x4 + 77x3 - 70x2 (79)
526
Saxon Algebra 1
a. Bowling A man bowls five games. He keeps track of how many pins (Ex 1) he knocks down on the first try of each turn. Make a bar graph that shows the frequency distribution of the data. Find the experimental
probability of each outcome.
A student flips two coins.
(Ex 2)
A toddler tears off the labels on several soup cans. There were 6 cans of
vegetable soup, 3 cans of tomato soup, 2 cans of potato soup, and 1 can of clam
chowder. One can is randomly chosen to open.
(Ex 3)
Number of Pins
0
1
2
3
4
5
6
7
8
9
10
Frequency
1
0
0
4
1
2
0
6
17
8
11
b. Make a table to show the possible outcomes in this experiment. c. Find the theoretical probability of each outcome.
d. Make a bar graph to show the frequency distribution for all possible outcomes.
e. Find the theoretical probability of each outcome.
1. Write an equation for a line that passes through (-1, 4) and is parallel to (65) 2y + 10x = -36.
Assuming that y varies inversely as x, find the missing value for each problem. 2. If y = 108 and x = 3, what is x when y = 3?
(64)
3. If y = 56 and x = 7, what is x when y = 4?
(64)
4. Find the horizontal asymptote: y = (78)
_7 _x + 5