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Exponents - Division - Negative by Negative to Negative (Level 1)

This math topic primarily focuses on the division of terms involving exponents, with a special emphasis on cases where both exponents are negative. The worksheet is structured to enhance understanding of how to handle negative exponents during division, illustrating the steps to simplify expressions correctly and compute the resultant exponent. Throughout these problems, students are provided with multiple choice answers, encouraging practice in calculating and verifying their solutions against the given options. This is a foundational skill in algebra, particularly useful for further studies in mathematics.

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Division - Negative by Negative to Negative

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Find the answer when these terms are divided

b−5b−1\frac{b^{-5}}{b^{-1}}

Exponents - Division - Negative by Negative to Negative Worksheet

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Math worksheet on 'Exponents - Division - Negative by Negative to Negative (Level 1)'. Part of a broader unit on 'Exponents - Division - Intro' Learn online: app.mobius.academy/math/units/exponents_division_intro/
1
Find the answer when these terms are divided
A LaTex expression showing \frac{d to the power of -3 }{d to the power of -1 }
a A LaTex expression showing d to the power of -2
b A LaTex expression showing d to the power of 7
c A LaTex expression showing d to the power of -5
d A LaTex expression showing d to the power of 9
e A LaTex expression showing d to the power of 0
f A LaTex expression showing d to the power of 8
2
Find the answer when these terms are divided
A LaTex expression showing \frac{c to the power of -3 }{c to the power of -3 }
a A LaTex expression showing c to the power of -4
b A LaTex expression showing c to the power of 6
c A LaTex expression showing c to the power of 0
d A LaTex expression showing c to the power of 7
e A LaTex expression showing c to the power of -2
f A LaTex expression showing c to the power of 8
3
Find the answer when these terms are divided
A LaTex expression showing \frac{p to the power of -4 }{p to the power of -4 }
a A LaTex expression showing p to the power of 6
b A LaTex expression showing p to the power of 0
c A LaTex expression showing p
d A LaTex expression showing p to the power of 2
e A LaTex expression showing p to the power of 4
f A LaTex expression showing p to the power of 3
4
Find the answer when these terms are divided
A LaTex expression showing \frac{p to the power of -5 }{p to the power of -1 }
a A LaTex expression showing p
b A LaTex expression showing p to the power of -5
c A LaTex expression showing p to the power of -2
d A LaTex expression showing p to the power of 5
e A LaTex expression showing p to the power of -4
f A LaTex expression showing p to the power of 2
5
Find the answer when these terms are divided
A LaTex expression showing \frac{c to the power of -4 }{c to the power of -2 }
a A LaTex expression showing c to the power of 5
b A LaTex expression showing c to the power of -2
c A LaTex expression showing c to the power of -10
d A LaTex expression showing c to the power of 2
e A LaTex expression showing c to the power of 6
f A LaTex expression showing c to the power of -1
6
Find the answer when these terms are divided
A LaTex expression showing \frac{x to the power of -5 }{x to the power of -2 }
a A LaTex expression showing x to the power of -6
b A LaTex expression showing x to the power of 5
c A LaTex expression showing x to the power of 9
d A LaTex expression showing x to the power of -3
e A LaTex expression showing x to the power of -2
f A LaTex expression showing x to the power of 3
7
Find the answer when these terms are divided
A LaTex expression showing \frac{p to the power of -4 }{p to the power of -1 }
a A LaTex expression showing p to the power of -3
b A LaTex expression showing p
c A LaTex expression showing p to the power of 7
d A LaTex expression showing p to the power of -2
e A LaTex expression showing p to the power of 0
f A LaTex expression showing p to the power of 4