Which factored form is equivalent to the expression x^2 + 5x + 4? A) (x + 2)(x + 3) B) (x + 4)(x + 1) C) (x + 5)(x − 1) D) (x −
4)(x + 1)
1 answer:
<h3>
Answer ↓</h3>
option B.
Calculations ↓
First, let's think of two numbers so that :
- if we multiply these numbers, we'll get 4
- if we add these numbers, we'll get 5
These numbers are :
4 and 1
Plug these numbers here :
(x+4) (x+1)
So the correct factored form of this expression is
Option B) (x+4)(x+1)

You might be interested in
X for left(blue)=43
x for right(red)=17.5
Answer:
fbi open up hujuiiiiii>hhhhh
The answer is p=-2 because you add 5 to -17 and you get-12 then you do 6/-12 and you get -2
Answer:
On Graph B, at 0 seconds, the graph will be <u>0 or nothing.</u>
Then the graph will <u>increase</u> until 2 seconds.
The answer is 6(x^2 -1) I have provided a picture with my work and the answer