Common-Core/ Grade 9
Maths MCQ Based On Use power rule with rational exponents
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Common-Core Grade 9 - 9 Use power rule with rational exponents
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For non zero numbers a,b and rational numbers p,q follow the identity \\frac{a^{p}}{a^{q}} = a^{p-q}
\\((a^{m})^{n}=a^{mn}\\)
For non -zero real numbers a and b with rational numbers p and q follow the identity
(apaq) = ap+q
For non zero real numbers a,b and rational numbers p ,q follow the following identity (\\frac{a}{b})^{q} = a^{q}\\times b^{q}
\\((a^{m})^{n}=a^{mn}\\)
For non zero real numbers a ,b and rational numbers p and q follow the following identity (ab)^{q} = a^{q}b^{q}
For non zero real numbers a, b and rational numbers p and q follow the identity
(ap)q = apq
For non zero real numbers a ,b and rational numbers p and q, follow the identity a^{-q}= \\frac{1}{a^{q}}
\\((a^{m})^{n}=a^{mn}\\) \\(a^{p} \\div a^{q} = a^{p-q}\\)
For non-zero real numbers a,b and p,q as rational numbers follow the following identity.
(a\\times b)^{q} = a^{q}\\times b^{q}
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