How Do You Simplify and Classify the Polynomial 4x^2(–2x^2 + 5x^3)?

  • Thread starter jellerboo
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In summary, the given expression is 20x^5 - 8x^4, which is a quintic binomial. To write it in standard form, we multiply: 4x^2(-2x^2 + 5x^3) = -8x^4 + 20x^5.
  • #1
jellerboo
5
0
Write 4x^2(–2x^2 + 5x^3) in standard form. Then classify it by degree and number of terms.
a.
2x + 9x^4; quintic binomial

b.
20x^5 – 8x^4; quintic binomial

c.
2x^5 – 8x^4; quintic trinomial

d.
20x^5 – 10x^4; quartic binomial

if someone could help me change it to standard form asap that would be super:rolleyes:
thanks!
 
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  • #2
why isn't it b? multiply it out.
 
  • #3
okay ill try again
i just keep getting different answers
 
  • #4
Yes, it's not b: because (4)(5)= 20, not 2! And what is (4)(-2)?
 
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  • #5
thanks for the tips
this is my first time posting and ill try to make things easier to read
ill also try not to give up
 
  • #6
quintic binomial =]
 
  • #7
Are you sure you've copied the answers correctly? "-8x^4" would make a whole lot more sense than "-8^4"!

(You edited to make it clearer. Did the 'x' disappear when you did that?)
 
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FAQ: How Do You Simplify and Classify the Polynomial 4x^2(–2x^2 + 5x^3)?

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