Question

Simplify and write answer in standard form:
(7f)(pv + 17f)

Answer 1

You just have to distribute and then order the terms in decreasing power.

Answer 2

Can you just give me the answer please i could really use it

Answer 3

We are not allowed to give answers according to OpenStudy policy

Answer 4

well can you help me then?

Answer 5

First, distribute through the parentheses

Answer 6

I dont know non of this please explain better

Answer 7

You act like if i knew what you where talking about

Answer 8

I am not good at math

Answer 9

This is why i would like some help

Answer 10

Please

Answer 11

One of the properties of multiplication is distributive, for instance, x(y + z) = xy + xz. Do this with the problem

Answer 12

multiply each "term" inside the parens by 7f
(7f)(pv + 17f)

to multiply, write one term then * then the other term
can you try ?

Answer 13

=a(b+c)
=ab+ac
where a = 7f, b= pv, c=17f

Answer 14

recall:
$$\Huge a(b+c) = ab + ac$$

Answer 15

$$\Huge a(b+c) = ab + ac$$

$$\Huge (7f)(pv + 17f)= (7f)(pv)+(7f)(17f)$$
$$\Huge a(b+c) = ab + ac$$

Answer 16

Simplify and write answer in standard form:
$$\Huge (7f)(pv)+(7f)(17f)$$

Answer 17

7 • 17 = ?

$$f • f = f^2$$

Answer 18

(7f)(pv + 17f)
do the distributive property
7f(pv) + 7f(17f) = 7fpv + 119f
The answer is 7fpv + 119f. I think

Answer 19

Don't forget the last term should be 119f^2