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Popular Pre Algebra >

([6-1-5^3+(3-4)])/(-2)

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Solution

−2[6−1−53+(3−4)]​

Solution

6021​
+1
Decimal
60.5
Solution steps
−2[6−1−53+(3−4)]​
Solve [6−1−53+(3−4)]:−121
Follow the PEMDAS order of operations
Calculate within parentheses
Calculate within parentheses (3−4):−1
3−4
3−4=−1=−1
=6−1−53−1
Calculate exponents 53:125
53
53=125=125
=6−1−125−1
Add and subtract (left to right) 6−1−125−1:−121
6−1−125−1
6−1=5=5−125−1
5−125=−120=−120−1
−120−1=−121=−121
=−121
=−2−121​
Simplify −2−121​:6021​
Apply the fraction rule: −b−a​=ba​=2121​
Convert improper fractions to mixed numbers:2121​=6021​
2121​=60Remainder1
2121​
Write the problem in long division format2∣121​​
Divide 12by 2to get 6
Divide 12by 2to get 662∣121​​
Multiply the quotient digit (6)by the divisor 262∣121​12​​
Subtract 12from 1262∣121​12​0​
Bring down the next number of the dividend62∣121​12​01​
62∣121​12​01​
Divide 1by 2to get 0
Divide 1by 2to get 0602∣121​12​01​
Multiply the quotient digit (0)by the divisor 2602∣121​12​010​​
Subtract 0from 1602∣121​12​010​1​
602∣121​12​010​1​
The solution for Long Division of 2121​is 60with remainder of 160Remainder1
Convert to mixed number: QuotientDivisorRemainder​2121​=6021​
=6021​
=6021​
=6021​

Popular Examples

9(6)^26\div (-8+5)-3× (-2+7)[(-5× 4)+(6× 3)-54]\div 71*(-4)-8*9/(-3)-2(-4)^3-5

Frequently Asked Questions (FAQ)

  • What is ([6-1-5^3+(3-4)])/(-2) ?

    The solution to ([6-1-5^3+(3-4)])/(-2) is 60 1/2

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