The value of $10^{{log}_{10} 10^{7}}$ is:

7

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10^{7}

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10

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{log}_{10} 7

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Solution

The correct option is B $10^{7}$
Consider, $10^{{log}_{10} 10^{7}}$
$= 10^{{7 log}_{10} 10}$
$= 10^{7 \times 1}$
$= 10^{7}$ .

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10^{107} \div 10^{103}

107 + (109 - 10)

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Question 18

$- 35 \times 107$ is not same as

(a) $- 35 \times (100 + 7)$
(b) $(- 35) \times 7 + (- 35) \times 100$
(c) $- 35 \times 7 + 100$
(d) $(- 30 - 5) \times 107$

x = - 3

y = 2

x^{x}

y^{y}

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