What is (16^5+2^{15})/(33) ?

The solution to (16^5+2^{15})/(33) is 32768

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(16^5+2^{15})/(33)

\frac{1 6 ^{5} + 2 ^{15}}{33}

32768

Solution steps

\frac{1 6 ^{5} + 2 ^{15}}{33}

Solve

1 6^{5} + 2^{15} : 1081344

Follow the PEMDAS order of operations

Calculate exponents

1 6^{5} : 1048576

1 6^{5}

1 6^{5} = 1048576

= 1048576

= 1048576 + 2^{15}

Calculate exponents

2^{15} : 32768

2^{15}

2^{15} = 32768

= 32768

= 1048576 + 32768

Add and subtract (left to right)

1048576 + 32768 : 1081344

1048576 + 32768

1048576 + 32768 = 1081344

= 1081344

= 1081344

= \frac{1081344}{33}

Divide the numbers:

\frac{1081344}{33} = 32768

= 32768

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