What is 4^{14}\div 14^{15} ?

The solution to 4^{14}\div 14^{15} is 8192/4747561509943

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4^{14}\div 14^{15}

4^{14} \div 1 4^{15}

\frac{8192}{4747561509943}

Solution steps

4^{14} \div 1 4^{15}

Follow the PEMDAS order of operations

Calculate exponents

4^{14} : 268435456

= 268435456 \div 1 4^{15}

Calculate exponents

1 4^{15} : 1.55568 E 17

= 268435456 \div 1.55568 E 17

Multiply and divide (left to right)

268435456 \div 1.55568 E 17 : \frac{268435456}{1.55568 E 17}

= \frac{268435456}{1.55568 E 17}

Cancel the common factor:

32768

= \frac{8192}{4747561509943}

- (- 1)^{2} + 3 (- 1) + 2

100 + 54 + 96 - 40 - 37 \times 3

5 + (8^{2} - 4) \div 6

- 5 - 5 + 8

5 + (- 4) + (- 1) + 8 + (- 2) + (- 7)

What is 4^{14}\div 14^{15} ?
The solution to 4^{14}\div 14^{15} is 8192/4747561509943