Question

A table costs $50 more than a chair. The cost of 6 chairs and 1 table is $750. The equation 6x + x + 50 = 750, where x is the cost of one chair, represents this situation. Plug in the values from the set {50, 100, 150} to find the correct value of x.
The value of x that makes the equation true is
. So, the cost of a chair is
and the cost of a table is
.

Answer 1

Why is this in music?

Answer 2

\(\color{#0cbb34}{\text{Originally Posted by}}\) @CripQUEZZ
Why is this in music?
\(\color{#0cbb34}{\text{End of Quote}}\)
right- ;--;

Answer 3

Well anyways first subtract 50 from both sides

50 - 50 = 750 - 50

The 50 cancels out and your left with

6x + x = 700

Now add your common variables

6x + x = 7x

Now your left with

7x = 700

Now just do the opposite of what 7x is doing

So you divide 7 from each side

7x / 7 = 700/7

So the seven is canceled out and now your left with

x = 700/7

So then simplify

700/7 10

So that means x = 10

Answer 4

\(\color{#0cbb34}{\text{Originally Posted by}}\) @CripQUEZZ
Well anyways first subtract 50 from both sides

50 - 50 = 750 - 50

The 50 cancels out and your left with

6x + x = 700

Now add your common variables

6x + x = 7x

Now your left with

7x = 700

Now just do the opposite of what 7x is doing

So you divide 7 from each side

7x / 7 = 700/7

So the seven is canceled out and now your left with

x = 700/7

So then simplify

700/7 10

So that means x = 10
\(\color{#0cbb34}{\text{End of Quote}}\)
I mean

X = 100

Answer 5

Now jus solve how much they each cost