X0- x0 - x0- x0 is true for all non-zero values of x-

Name: EXEMP - Grade 07 - Mathematics - Exponents & Powers - Q48
Uploaded: 2022-07-04T10:36:42+05:30
Description: True ∵ x^0× x^0=1 × 1=1 and x^0÷ x^0=1 ÷ 1=1 Hence, x^0× x^0=x^0÷ x^0 ...

True ∵ x^0× x^0=1 × 1=1 and x^0÷ x^0=1 ÷ 1=1 Hence, x^0× x^0=x^0÷ x^0 ...

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Byju's Answer

Standard VII

Mathematics

Powers and Exponents

x0× x0 = x0÷ ...

Question

Question 48

$x^{0} \times x^{0} = x^{0} \div x^{0}$ is true for all non-zero values of x.

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Solution

True
$∵ x^{0} \times x^{0} = 1 \times 1 = 1 a n d x^{0} \div x^{0} = 1 \div 1 = 1 H e n c e, x^{0} \times x^{0} = x^{0} \div x^{0}$

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Standard VII Mathematics

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Question 48 x0×x0=x0÷x0 is true for all non-zero values of x.

True ∵x0×x0=1×1=1and x0÷x0=1÷1=1Hence, x0×x0=x0÷x0

Question 48

$x^{0} \times x^{0} = x^{0} \div x^{0}$ is true for all non-zero values of x.

True
$∵ x^{0} \times x^{0} = 1 \times 1 = 1 a n d x^{0} \div x^{0} = 1 \div 1 = 1 H e n c e, x^{0} \times x^{0} = x^{0} \div x^{0}$