Identify the missing number?
$(10 x)^{100} = (10 x^{100}) (?)$

\frac{1}{10^{99}}

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10

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10^{99}

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10^{100}

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Solution

The correct option is C $10^{99}$
Lets simplify the RHS to $(10 x)^{100} = 10^{100} x^{100}$
Rewriting this as LHS is $10^{1 + 99} \cdot x^{100} = 10 x^{100} \cdot 10^{99}$

Therefore the missing number is $10^{99}$ .

Suggest Corrections

Similar questions

t_{n}

10^{99} \sum r = 1 a_{2 r} = 10^{100}

10^{99} \sum r = 1 a_{2 r - 1} = 10^{99}

10^{99} - 99

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