SOLUTION: working with Real numbers.
I need help with this problem:
3s + (-1/2)[6 + 24(-1/3 + 1/4s)
please show your work and write it out how you did it in sentences so i can understand
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-> SOLUTION: working with Real numbers.
I need help with this problem:
3s + (-1/2)[6 + 24(-1/3 + 1/4s)
please show your work and write it out how you did it in sentences so i can understand
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Question 6635: working with Real numbers.
I need help with this problem:
3s + (-1/2)[6 + 24(-1/3 + 1/4s)
please show your work and write it out how you did it in sentences so i can understand.
thanks alot Answer by ichudov(507) (Show Source):
Text form: 3s+(-1/2)*(6+24*(-1/3+1/4*s)) simplifies to 1
Cartoon (animation) form: For tutors: simplify_cartoon( 3s+(-1/2)*(6+24*(-1/3+1/4*s)) )
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DETAILED EXPLANATION
Look at . Remove unneeded parentheses around factor , It becomes . Look at . Remove extraneous '1' from product It becomes . Look at . Remove extraneous '1' from product It becomes . Look at . Moved to the right of expression It becomes . Look at . Moved to the right of expression It becomes . Look at . Expanded term by using associative property on It becomes . Look at . Expanded term by using associative property on It becomes . Look at . Factors 24 and 2 have greatest common factor (GCF) of 2. Reducing fraction. It becomes . Look at . Factors 12 and 4 have greatest common factor (GCF) of 4. Reducing fraction. It becomes . Look at . Multiplied numerator integers It becomes . Look at . Multiplied denominator integers It becomes . Look at . Factors 24 and 2 have greatest common factor (GCF) of 2. Reducing fraction. It becomes . Look at . Factors 12 and 3 have greatest common factor (GCF) of 3. Reducing fraction. It becomes . Look at . Multiplied numerator integers It becomes . Look at . Multiplied denominator integers It becomes . Look at . Factors 6 and 2 have greatest common factor (GCF) of 2. Reducing fraction. It becomes . Look at . Multiplied numerator integers It becomes . Look at . Added fractions or integers together It becomes . Look at . Remove extraneous '1' from product It becomes . Look at . Eliminated similar terms, replacing them with It becomes . Look at . Since has zero as a factor, it should be replaced with a zero Look at . Added fractions or integers together It becomes . Look at . Remove extraneous zero It becomes . Result: