Question

(6 - d)(d^2 - 5 + 3d)

Answer 1

Check my answer

Answer 2

−d^3+3d^2+23^d−30

Answer 3

OOps I mean −d3+3d2+23d−30

Answer 4

@jagr2713 may you check this again?

Answer 5

Yeah i like here more
Anita blin udali!!!

Answer 6

>.< i'ma blin?

Answer 7

mayeb you are -.-

Answer 8

Hey, what do you think we do first/

Answer 9

Well its correct

Answer 10

Although I can guess what you're supposed to do here, I'd appreciate your posting instructions with math expressions such as this one.

You apparently want to multiply two polynomials together, using the Distributive Property of Multiplication.

In the left set of parentheses you have 6-d.

Multiply all 3 terms within the right set of parentheses by 6.

Next, do the same thing with -3 as your multiplier.

Show your work, plese.

Answer 11

We distibute?

Answer 12

Oh okay i get it thanks<3

Answer 13

(6 - d)(d^2 - 5 + 3d)
= 6d^2 - 30 + 18d - d^3 + 5d - 3d^2
= -d^3 + 3d^2 + 13d - 30

Answer 14

Yes, but you already did it but look at @mathmale work to get better information on it :D

Answer 15

Your last step would be to "combine like terms."

Answer 16

yeah like this 6d^2−30+18d−d^3+5d−3d^2 and i solve that and get −d^3+3d^2+23d−30

Answer 17

I appreciate your sharing your work. You've done a nice job of writing out your expression in descending order of the variable d. Strictly speaking, you're not "solving" anything; rather, you're "multiplying two polynomials" or "multiplying a trinomial by a binomial."

Answer 18

Oh okay thanks MM<3