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Find the largest three-digit number that can be written in the form 3^m + 2^n, where m and n are positive integers.
3 answers
I agree with Ms Sue
To show us that you are not merely sponging off us,
for the question above, I would be interested in your thinking to solve the problem
So you want whole numbers m and n so that
3^m + 2^n ≤ 999
To show us that you are not merely sponging off us,
for the question above, I would be interested in your thinking to solve the problem
So you want whole numbers m and n so that
3^m + 2^n ≤ 999
FInd the highest possible for 3 to the n power add the highest possible 2 to the n power. DUH im only a 6th grade that only taking an advanced course.