To simplify the expression using the quotient rule of integer exponents, we subtract the exponent of the denominator from the exponent of the numerator.
t⁴⁰⁰/t¹⁰⁰ = t^(400-100) = t^300
Therefore, the simplified expression is t³⁰⁰.
The correct answer is C. t³⁰⁰.
Simplify this expression using the quotient rule of integer exponents: t⁴⁰⁰/t¹⁰⁰
A. t⁴
B. t⁵⁰⁰
C. t³⁰⁰
D. 300
7 answers
Simplify a⁶⁷/b³⁴
A. a³³
B. a⁶⁷/b³⁴
C. 23
D. ab³³
A. a³³
B. a⁶⁷/b³⁴
C. 23
D. ab³³
To simplify the expression using the quotient rule of integer exponents, we subtract the exponent of the denominator from the exponent of the numerator.
a⁶⁷/b³⁴ = a^(67-34) / b^34 = a^33 / b^34
Therefore, the simplified expression is a^33 / b^34.
The correct answer is B. a^33 / b^34.
a⁶⁷/b³⁴ = a^(67-34) / b^34 = a^33 / b^34
Therefore, the simplified expression is a^33 / b^34.
The correct answer is B. a^33 / b^34.
Apply the quotient rule of integer exponents simplify 23⁶⁵ ÷ 23³²
A. 23⁹⁷
B. 97
C. 23³³
D. 1³³
A. 23⁹⁷
B. 97
C. 23³³
D. 1³³
To simplify the expression using the quotient rule of integer exponents, we subtract the exponent of the denominator from the exponent of the numerator.
23⁶⁵ / 23³² = 23^(65-32) = 23^33
Therefore, the simplified expression is 23^33.
The correct answer is C. 23^33.
23⁶⁵ / 23³² = 23^(65-32) = 23^33
Therefore, the simplified expression is 23^33.
The correct answer is C. 23^33.
Simplify this expression using the quotient rule of integer exponents 12⁵³ ÷ 7⁵³
A. 12⁵³ ÷ 7⁵³
B. 5¹⁰⁶
C. 5⁵³
D. 12¹⁰⁶
A. 12⁵³ ÷ 7⁵³
B. 5¹⁰⁶
C. 5⁵³
D. 12¹⁰⁶
To simplify the expression using the quotient rule of integer exponents, we subtract the exponent of the denominator from the exponent of the numerator.
12⁵³ / 7⁵³ = (12/7)^53
Therefore, the simplified expression is (12/7)^53.
The correct answer is (12/7)^53.
12⁵³ / 7⁵³ = (12/7)^53
Therefore, the simplified expression is (12/7)^53.
The correct answer is (12/7)^53.
18 answers