Question

Which statements are true? Select each correct answer. A. 24g4+18g2=6g2(4g2+3g) B. 9g3+12=3(3g3+4) C. 4g2−g=g2(4−g) D.35g5− 5g2=5g2(7g3−5)

Answer 1

35g^5 - 25g^2 = 5g^2 (7g^3-5)

9g^3 + 12 = 3 (3g^3 + 4)

Answer 2

The given statements are:

A)Factoring the given terms by taking common factor we have:

`24g^(4) +18g^(2) = 6g^(2) (4g^(2) +3)`

B) Factoring the given terms by taking common factor we have:

`9g^(3) +12 =3(g^(3) +4)`

c)Factoring the given terms by taking common factor we hav:

e :
`4g^(2) -g =g(4g-1)`

d)Factoring the given terms by taking common factor we have:

`35g^(5) -5g^(2) =5g^(2) (7g^(3) -1)`

Factoring the above results we see in option B left side and right side are same .

Option B is the right answer.