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Expand the expression using the distributive property. Then, simplify by combining like terms. 4(2x-5) +3x Part A: What is the expanded form of 4(2x−5) Part B: What is the simplified expression 4,(2x -
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Mar 13, 2021
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Expand the expression using the distributive property. Then, simplify by combining like terms.
4(2x-5) +3x
Part A: What is the expanded form of 4(2x−5)
Part B: What is the simplified expression 4,(2x - 5)+ 3x
Mathematics
middle-school
Dong Ma
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I think this is the answer! 2x3 + 5x2 - x - 6 let me know if it’s right :)
Puneet Singh
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Mar 15, 2021
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Puneet Singh
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Part A= 8x-20
Part B= 11x- 20
Part A explanation-using distributive property 4 x 2x = 8x
then 4x -5=-20
then put it together 8x-20
Part B explanation-
from part A you have 8x-20
then you have to add on the rest of the equation
so it looks like this 8x - 20+ 3x
you combine the numbers with x’s
8x + 3x= 11x
so then add it to the rest of the equation
and you have 11x - 20
Chris Dunaway
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Mar 18, 2021
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Chris Dunaway
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