Lessons 1–8
Write the number that nstands for in each equation. (See pp. 444–445.)
- 28 n 4 6 2. 11 12 100 n
- n 4 12 2 4. 32 20 n 52 4
Complete each function table. (See pp. 446–447.)
???
Rule: 3
Input Output
5?
9?
33?
46?
Rule:?
Input Output
24 4
36 6
48 8
60 10
nn 39
15?
67?
85?
92?
98?
Compare. Write or. (See pp. 450–451.)
- 36 3 24 24 12. 25 5 60 40 13. 76 2 92 31
Use the order of operations to solve. (See pp. 452–453.)
- 15 8 2 9 15. 9 10 5 6 16. 30 4 4 20
- 49 3 7 18. (54 6) (2 10) 19. ^15 ^35 ^25
Use each equation to complete a function table (See pp. 448–449.)
for five values of xand y. Then graph each equation
on a coordinate grid.
- yx 4 9. y 2 x 3 10. yx 4
- Mrs. Lam bought 720 yards of
material to make curtains. If 8
yards of material are needed for
each pair of curtains, how many
windows can she decorate? - The school auditorium has 25
rows of seats. Each row has 15
seats. How many seats are in
the auditorium?
Write an equation to solve each problem.
(SeeStill More Practice, p. 472.)
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