What is (5^{322})/(5^{321)+5^{321}} ?

The solution to (5^{322})/(5^{321)+5^{321}} is 2.5

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(5^{322})/(5^{321)+5^{321}}

\frac{5 ^{322}}{5 ^{321} + 5 ^{321}}

2.5

Solution steps

\frac{5 ^{322}}{5 ^{321} + 5 ^{321}}

Solve

5^{322} : 1.17042 E 225

5^{322} = 1.17042 E 225

= 1.17042 E 225

Solve

5^{321} + 5^{321} : 4.68168 E 224

Follow the PEMDAS order of operations

Calculate exponents

5^{321} : 2.34084 E 224

5^{321}

5^{321} = 2.34084 E 224

= 2.34084 E 224

= 2.34084 E 224 + 5^{321}

Calculate exponents

5^{321} : 2.34084 E 224

5^{321}

5^{321} = 2.34084 E 224

= 2.34084 E 224

= 2.34084 E 224 + 2.34084 E 224

Add and subtract (left to right)

2.34084 E 224 + 2.34084 E 224 : 4.68168 E 224

2.34084 E 224 + 2.34084 E 224

2.34084 E 224 + 2.34084 E 224 = 4.68168 E 224

= 4.68168 E 224

= 4.68168 E 224

= \frac{1.17042 E 225}{4.68168 E 224}

Divide the numbers:

\frac{1.17042 E 225}{4.68168 E 224} = 2.5

= 2.5

(5^{3} - 3^{4} - 6^{2})^{3}

([0]) \frac{4}{9} \div \frac{2}{9}

5 (- 1) - 3 (- 4)

7 (4) - 5 (3)

(+ 3) - (+ 7) + (- 2) + (+ 5)

What is (5^{322})/(5^{321)+5^{321}} ?
The solution to (5^{322})/(5^{321)+5^{321}} is 2.5