Question

Question 3:

Marla bought one necklace and two bracelets for $67.50. Use the following information to determine the amount she paid for each bracelet:

The price of the necklace was $27.
The bracelets were both the same price.

Answer 1

We can write a formula:

n + 2b = 67.50

Where 'n' is necklace, and 'b' is bracelet.

So we are given that the price of the necklace is 27, so we can plug that in:

27 + 2b = 67.50

Subtract 27 to both sides, what's 67.50 - 27? @vazxlegend

Answer 2

first you would have to take away the price of the necklace from the total amount, then divide what is left over by 2

Answer 3

Can you subtract 67.50 - 27? @vazxlegend

Answer 4

40.5?

Answer 5

Yes, now we have:

2b = 40.5

Now we divide 2 to both sides, what's 40.5 / 2?

Answer 6

can u give me the answer plz

Answer 7

All you have to do is divide 40.5 / 2 to get your answer.

We are not allowed to give answers, but to guide people to the answer.

Answer 8

ok thanks

Answer 9

No problem, and Welcome to OpenStudy!

Answer 10

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Awesome job explaining @iGreen

Answer 11

Thank you.

Answer 12

no problem

Answer 13

@vazxlegend , since you have received help, would you please close this question?