What is ((5^{23}-5^{21}))/(24) ?

The solution to ((5^{23}-5^{21}))/(24) is 4.76837E14

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((5^{23}-5^{21}))/(24)

\frac{( 5 ^{23} - 5 ^{21} )}{24}

4.76837 E 14

Solution steps

\frac{( 5 ^{23} - 5 ^{21} )}{24}

Solve

(5^{23} - 5^{21}) : 1.14441 E 16

Follow the PEMDAS order of operations

Calculate within parentheses

Calculate exponents

5^{23} : 1.19209 E 16

5^{23}

5^{23} = 1.19209 E 16

= 1.19209 E 16

= 1.19209 E 16 - 5^{21}

Calculate exponents

5^{21} : 4.76837 E 14

5^{21}

5^{21} = 4.76837 E 14

= 4.76837 E 14

= 1.19209 E 16 - 4.76837 E 14

Add and subtract (left to right)

1.19209 E 16 - 4.76837 E 14 : 1.14441 E 16

1.19209 E 16 - 4.76837 E 14

1.19209 E 16 - 4.76837 E 14 = 1.14441 E 16

= 1.14441 E 16

= 1.14441 E 16

= \frac{1.14441 E 16}{24}

Divide the numbers:

\frac{1.14441 E 16}{24} = 2147483647

= 4.76837 E 14

- 6^{2} + 7 (- 6) + 4

14 - 7 + 3 \times 9

1 \div 2 + 1

1 (- 2)^{2}

5^{2} - 5^{2}

What is ((5^{23}-5^{21}))/(24) ?
The solution to ((5^{23}-5^{21}))/(24) is 4.76837E14