For any two non-zero rational numbers a and b-a5 - b5 is equal to a - b10a - b0a - b5a - b25

The correct option is C (a × b)^5 {∵ a^5 × b^5=(a × b)^5 } ...

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Standard VIII

Mathematics

Exponents with Unlike Bases and Same Exponent

For any two n...

Question

For any two non-zero rational numbers a and b, $a^{5} \times b^{5}$ is equal to

$(a \times b)^{0}$

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$(a \times b)^{10}$

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$(a \times b)^{5}$

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$(a \times b)^{25}$

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Solution

The correct option is C
$(a \times b)^{5}$

${∵ a^{5} \times b^{5} = (a \times b)^{5}}$

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Question 4

For any non-zero rational numbers $x$ and $y$ , $x^{5} \div y^{5}$ is equal to
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(b) a⁻¹⁹
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For any two non-zero rational numbers a and b,a5×b5 is equal to

The correct option is C (a×b)5 {∵ a5×b5=(a×b)5}

For any two non-zero rational numbers a and b, $a^{5} \times b^{5}$ is equal to

The correct option is C
$(a \times b)^{5}$

${∵ a^{5} \times b^{5} = (a \times b)^{5}}$