Solve for x and express your answer as a logarithm. 2(103x ) = 24 Simplify your answer as much as possible. Use the following notations where necessary: • For fractions, use the / symbol to separate numerator and denominator, like this: 42/53 • For logs with a base of 10, such as log107, just write the log without the base and place the value in parentheses, like this: log(7) • For logs with a base other than 10, write the base after an underscore then place the value in parentheses. For example, to write log27, write it like this: log_2(7)

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Solve for x and express your answer as a logarithm. 2(103x ) = 24 Simplify your answer as much as possible. Use the following notations where necessary: • For fractions, use the / symbol to separate numerator and denominator, like this: 42/53 • For logs with a base of 10, such as log107, just write the log without the base and place the value in parentheses, like this: log(7) • For logs with a base other than 10, write the base after an underscore then place the value in parentheses. For example, to write log27, write it like this: log_2(7)

Mathematics
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Please help. I have no idea how to go about solving this problem.
I don't know what the question is as written. can you clarify with words or use the "draw" below?
I'm supposed to solve the equation for x and write my answer as a logarithm.

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do you mean 2 to the power of (103x) = 24?
question is Solve for x and express your answer as a logarithm. 2(103x ) = 24 thats all we need other 5 sentence information is for you!
and is it your question ? \[\huge\rm 2(103^x)=24\] if yes then start with division divide both side by 2 and then convert exponential to log form

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