If log 10a-x- log 10 b-y- then value ab is

The correct option is A 10x+ylog10 a = x, log10 b = y a = 10x, b = 10y ab = 10x+y ...

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Conditions for the Base

If log 10a=x,...

Question

If log₁₀a = x, log₁₀b = y, then value ab is

10^x+y

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100

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10^x-y

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Solution

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Similar questions

{log}_{10} a + {log}_{10} b = {log}_{10} (a + b)

\frac{{log}_{10} a}{12} = \frac{{log}_{10} b}{21} = \frac{{log}_{10} c}{15},

b c

t_{1} = {log}_{10} a

t_{n + 1} = {log}_{10} b

t_{2 n + 1} = {log}_{10} c

a, b, c

{log}_{10} a = m

{log}_{10} b = n

\frac{a^{3}}{b^{2}}

m

n

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