1. 83
|
2. r4s2
|
3. -7a2b
|
4. 25a2
or 52a2
|
5. 95
|
6. (-5)4
|
7. 10,000
|
8. 64
|
9. 64
|
10. –64
|
11. –64
|
12. –216
|
13. 1,000,000
|
14. 108
|
15. –15
|
16.
31
|
17. 50
|
18. –11
|
19.
42
|
20. 73
|
21. –212
|
22. -9
|
23. 22
|
24. –15x2y
|
After checking your work, stay with your partner to read through pgs. 190 and half of pg. 191 (read through Example 2). We've already learned about prime factorization by practicing factor trees; now, let's put what we've learned about prime factorization and exponents together to express prime factorization using exponents. Pay close attention to Example 2 - watch how 5 x 5 x 3 x 11 becomes 52 x 3 x 11 because 5 x 5 can be expressed with an exponent.
Then, with your partner, try pg. 193: 9 - 16. Please hold on to your paper. You and your partner will be checking your answers tomorrow and turning the assignment in. Make sure both names are on your paper.