Section 2.3 - Power Of A Power
10 Questions
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Complete the following questions
Questions and Answers
- 1.Express (5^5)^3 as a power with a single exponent
- A.
5^2
- B.
5^8
- C.
5^15
- D.
5^125
- 2.Express (4^4)^4 as a power with a single exponent
- A.
4^256
- B.
4^16
- C.
4^8
- D.
4^0
- 3.Which of the following expression represents the Exponent Principle for Power of a Power?
- A.
(a^m)^n = a^(m+n)
- B.
(a^m)^n = a^(m-n)
- C.
(a^m)^n = a^(m^n)
- D.
(a^m)^n = a^(mn)
- 4.Simplify (4^1)^2(4^3)
- A.
4^5 or 1024
- B.
4^6 or 4096
- C.
4^7 or 16 384
- D.
4^9 or 262 144
- 5.Simplify [(3^3)^2] / (3^2)
- A.
3^2 or 9
- B.
3^3 or 27
- C.
3^4 or 81
- D.
3^5 or 243
- 6.Simplify [(z^4)^3] [(z^8)^2]
- A.
Z^17
- B.
Z^28
- C.
Z^70
- D.
Z^192
- 7.Simplify [(r^6)^4] / [(r^8)]
- A.
R^2
- B.
R^3
- C.
R^12
- D.
R^16
- 8.Simplify [(3^4)(3^3)]^2 / [(3^2)(3^3)]^2
- A.
3^2
- B.
3^4
- C.
3^12
- D.
3^16
- 9.Simplify[ (-5^2)(n^3) ]^2
- A.
-625(n^5)
- B.
-625(n^6)
- C.
625(n^5)
- D.
625(n^6)
- 10.Simplify [(4w^2)]^5 / [(4^2)w]^2
- A.
4w^8
- B.
4w^4
- C.
16w^8
- D.
16w^4
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