Question

Write an algebraic expression that models the word phrase.
the sum of the product of a number x and 14​, and 8

Answer 1

the sum of, addition
product, multiply

Answer 2

the sum of (blah, blah, product blah) and 8 means you add 8
all that product stuff means you multiply that.

Answer 3

so is it (14+8)*x or 14x+8

Answer 4

so 14x+8

Answer 5

\(\color{blue}{\text{Originally Posted by}}\) kittiwitti1
the sum of (blah, blah, product blah) \(\color{red}{\text{and 8 means you add 8}}\)
all that product stuff means you multiply that.
\(\color{blue}{\text{End of Quote}}\)

Answer 6

Yeah.

Answer 7

ok good im doing corrections my grade needs to be pulled up

Answer 8

Alright good luck ♣

Answer 9

can you help me on a few more

Answer 10

2(m-6)+3<7

Answer 11

in words?

Answer 12

solve the inequality

Answer 13

treat it like an equation with the equals sign EXCEPT when you divide by a negative number
then you have to flip the sign around

Answer 14

-8?

Answer 15

Why negative 8?

Answer 16

one my choices are either 8 or negative and two positive 8 would make the answer 7 on that side too

Answer 17

Wait... you want the answer to m?

Answer 18

that's how you would solve the inequality lol

Answer 19

\[2(m-6)+3\lt7\]\[2(m-6)\lt7-3\]\[m-6\lt\frac{4}{2}\]\[m\lt2+6\]\[m\lt8\]

Answer 20

thats the answer

Answer 21

Yup

Answer 22

3x-16+3x=4+6x-20 always sometimes or never true

Answer 23

what

Answer 24

I wouldn't know that one tbh

Answer 25

@mathmate

Answer 26

hurry

Answer 27

@kaylak12345
The question is badly worded.
I would have put it as
"Is the following statement always, sometimes, or never true?
3x-16+3x=4+6x-20 "

Steps to answer this question:
Simplify separately the left and right side of the equation.
Three cases are possible:
1. left=right
If the left-side comes out exactly equal to the right, then it is always true, because whatever you put the value of x, the two sides will remain equal.
Example: 4x+3=4x+3, .... always true
2. left does not equal right, but the coefficients of x on each side are not equal, then it is sometimes true, because we can solve for x, and it is true ONLY when x equals this value.
Example:
4x+2=3x+5
Solve for x: x=3. So the statement is true ONLY when x=3.
3. Coefficients of x are equal, but the constant terms are not.
In this case, the statement can never be true.
Example:
4x+3=4x+4
which when simplified, gives 3=4 which is never true.

Simplify the given statement and find out which case it belongs to.

Answer 28

@kaylak12345
Are you in a hurry? Are you doing a test?
Please be informed that students are NOT allowed to ask for help at Open Study when doing tests, quizzes, or any other time limited evaluations.

Answer 29

no im in a hurry because i have to go soon

Answer 30

how do i solve this 4x-2=32x+19

Answer 31

ill stay for 10 more minutes

Answer 32

Is this the same question? If not, I suggest you post a new question.

Answer 33

ok i will and i have another 30 minutes