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Popular Pre Algebra >

((11*16)^4)/(2^{24)}

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Solution

224(11⋅16)4​

Solution

5725649​
+1
Decimal
57.19140…
Solution steps
224(11⋅16)4​
Solve (11⋅16)4:959512576
Follow the PEMDAS order of operations
Calculate within parentheses (11⋅16):176
11⋅16
11⋅16=176=176
=1764
Calculate exponents 1764:959512576
1764
1764=959512576=959512576
=959512576
Solve 224:16777216
224=16777216=16777216
=16777216959512576​
Simplify 16777216959512576​:5725649​
Cancel the common factor: 65536=25614641​
Convert improper fractions to mixed numbers:25614641​=5725649​
25614641​=57Remainder49
25614641​
Write the problem in long division format256∣14641​​
Divide 1464by 256to get 5
Divide 1464by 256to get 55256∣14641​​
Multiply the quotient digit (5)by the divisor 2565256∣14641​1280​​
Subtract 1280from 14645256∣14641​1280​184​
Bring down the next number of the dividend5256∣14641​1280​1841​
5256∣14641​1280​1841​
Divide 1841by 256to get 7
Divide 1841by 256to get 757256∣14641​1280​1841​
Multiply the quotient digit (7)by the divisor 25657256∣14641​1280​18411792​​
Subtract 1792from 184157256∣14641​1280​18411792​49​
57256∣14641​1280​18411792​49​
The solution for Long Division of 25614641​is 57with remainder of 4957Remainder49
Convert to mixed number: QuotientDivisorRemainder​25614641​=5725649​
=5725649​
=5725649​
=5725649​

Popular Examples

6× 3-4(5)(6)-10+20-(-18)2^0+3^05+1-3-283+2972+(-432)-(-5982)

Frequently Asked Questions (FAQ)

  • What is ((11*16)^4)/(2^{24)} ?

    The solution to ((11*16)^4)/(2^{24)} is 57 49/256

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