If log10x - 2a and log10y - b-2- then 102b - 1 in terms of y is 10ym- So the value of m is equal to

The correct option is A 4 log _ 10 y = b 2 ∴ y = 10 ^ b / 2 #160; 10 ^ 2b+1 = 10 ^ b / 2 × 4 10 #160;= y ^ 4 .10 = ...

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Algebra of Derivatives

If log10x =...

Question

If ${log}_{10} x = 2 a$ and ${log}_{10} y = \frac{b}{2}$ , then $10^{2 b} + 1$ in terms of y is $10 y^{m}$ . So the value of $m$ is equal to

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