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Popular Pre Algebra >

25^3-3(25)(23)(2)-23^3

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Solution

253−3(25)(23)(2)−233

Solution

8
Solution steps
253−3(25)(23)(2)−233
Follow the PEMDAS order of operations
Calculate exponents 253:15625
253
253=15625=15625
=15625−3(25)(23)(2)−233
Calculate exponents 233:12167
233
233=12167=12167
=15625−3(25)(23)(2)−12167
Multiply and divide (left to right) 3(25)(23)(2):3450
3(25)(23)(2)
3(25)=75
3(25)
Apply rule: (a)=a(25)=25=3⋅25
Multiply the numbers: 3⋅25=75=75
=75(23)(2)
75(23)=1725
75(23)
Apply rule: (a)=a(23)=23=75⋅23
Multiply the numbers: 75⋅23=1725=1725
=1725(2)
1725(2)=3450
1725(2)
Apply rule: (a)=a(2)=2=1725⋅2
Multiply the numbers: 1725⋅2=3450=3450
=3450
=15625−3450−12167
Add and subtract (left to right) 15625−3450−12167:8
15625−3450−12167
15625−3450=12175=12175−12167
12175−12167=8=8
=8

Popular Examples

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Frequently Asked Questions (FAQ)

  • What is 25^3-3(25)(23)(2)-23^3 ?

    The solution to 25^3-3(25)(23)(2)-23^3 is 8

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