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Property 1

If the value ...

Question

If the value of $({log}_{10} 2) + 1$ is in the form of ${log}_{10} m$ , then $m$ is equal to

11

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20

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Solution

The correct option is C $20$
${log}_{10} 2 + 1 = {log}_{10} 2 + {log}_{10} 10 = {log}_{10} (2 \times 10) = {log}_{10} 20$

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Similar questions

a = 1 + l o g_{10} 2 - l o g_{10} 5, b = 2 l o g_{10} 3

c = l o g_{10} m - l o g_{10} 5,

{log}_{10} 2 + 1

{log}_{10} x

x

{log}_{10} m + {log}_{10} n = {log}_{10} (m + n)

m = 7

n

l o g_{10} 2 + 1

l o g_{10} x

{log}_{10} m + {log}_{10} n = {log}_{10} (m + n)

m = 7

n

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