power law se related questions ko ek jagah revise karein. Har question me bilingual content, answer feedback aur explanation available hai.
6 questions tagged with power law.
What is the simplified form of (\(r^3\)4)?
B. \(r^{12}\)
In a power of a power, \(3\cdot4=12\). Hence (\(r^3\)4=r^{12}).
The correct answer is B. \(r^{12}\). In a power of a power, \(3\cdot4=12\). Hence (\(r^3\)4=r^{12}).
घात की घात में \(3\cdot4=12\) होता है। इसलिए (\(r^3\)4=r^{12}) है।
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What is the simplified form of (\(s^5\)2)?
B. \(s^{10}\)
In a power of a power, \(5\cdot2=10\). Therefore (\(s^5\)2=s^{10}).
The correct answer is B. \(s^{10}\). In a power of a power, \(5\cdot2=10\). Therefore (\(s^5\)2=s^{10}).
घात की घात में \(5\cdot2=10\) होता है। इसलिए (\(s^5\)2=s^{10}) है।
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What is the simplified form of (\(2^4\)2)?
B. \(2^8\)
In a power of a power, exponents are multiplied, so (\(2^4\)2=28). Adding the exponents here is a mistake.
The correct answer is B. \(2^8\). In a power of a power, exponents are multiplied, so (\(2^4\)2=28). Adding the exponents here is a mistake.
घात की घात में घातों का गुणा होता है इसलिए (\(2^4\)2=28)। यहाँ घातों को जोड़ना गलती है।
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What is the simplified form of (\(k^2\)5)?
B. \(k^{10}\)
In a power of a power, \(2\cdot5=10\). Therefore (\(k^2\)5=k^{10}).
The correct answer is B. \(k^{10}\). In a power of a power, \(2\cdot5=10\). Therefore (\(k^2\)5=k^{10}).
घात की घात में \(2\cdot5=10\) होता है। इसलिए (\(k^2\)5=k^{10}) है।
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What is the simplified form of (\(z^4\)3)?
B. \(z^{12}\)
In a power of a power, \(4\cdot3=12\). Therefore (\(z^4\)3=z^{12}).
The correct answer is B. \(z^{12}\). In a power of a power, \(4\cdot3=12\). Therefore (\(z^4\)3=z^{12}).
घात की घात में \(4\cdot3=12\) होता है। इसलिए (\(z^4\)3=z^{12}) है।
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What is the simplified form of (\(3^2\)4)?
B. \(3^8\)
In a power of a power, exponents are multiplied, so (\(3^2\)4=3^{2\cdot4}=38). Adding the exponents here is a common mistake.
The correct answer is B. \(3^8\). In a power of a power, exponents are multiplied, so (\(3^2\)4=3^{2\cdot4}=38). Adding the exponents here is a common mistake.
घात की घात में घातों का गुणा होता है इसलिए (\(3^2\)4=3^{2\cdot4}=38)। ऐसी स्थिति में घातों को जोड़ना सामान्य गलती है।
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