Question

write a logarithmic form of a^b=c

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Answer 1

Answer:

loga^c=b

Step-by-step explanation:

Answer 2

Answer:

logarithmic form of  aᵇ = c  is   b = log ₐ C

Step-by-step explanation:

we have to write logarithmic form of aᵇ = c

apply 'log' on both sides of above equation.

log (aᵇ) = log (c)

we know that:

log xⁿ =  n log x

where 'x' , 'n' be any numbers

so , log (aᵇ)  =  b log a

substitute value of log (aᵇ)   in log (aᵇ) = log (c)

b log a = log c

b = (log c ) / ( log a )

also , (log x)/(log n) = log ₙ x

so ; b = log ₐ C

logarithmic form of  aᵇ = c  is   b = log ₐ C