# What is an expression for the sale price of a bracelet that has been discounted 60% from its sticker price? Ev?

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1.)What is an expression for the sale price of a bracelet that has been discounted 60% from its sticker price? Evaluate the expression for sticker prices of $90.
Use the variable s ...show more

Best AnswerAsker's Choice

1) The answer is A because you need to get 60% from the original price of $90. In that case,

S = p - 0.6p -- p = 90

S = (90) - 0.6(90)

S = 90 - 54

S = $36

2) you sure it's 2+6? It's just 8...

3) The answer would look like this:

(9/4) / (3/5)

Since it's dividing a fraction, do the reciprocal of 3/5 and change the sign from division to multiplication. In that case,

(9/4) * (5/3)

You can cancel 9 and 3, looking like this:

(3/4) * (5/1)

The answer would be 15/4. Converting it to a mixed fraction, you'll eventually get 3 3/4.

S = p - 0.6p -- p = 90

S = (90) - 0.6(90)

S = 90 - 54

S = $36

2) you sure it's 2+6? It's just 8...

3) The answer would look like this:

(9/4) / (3/5)

Since it's dividing a fraction, do the reciprocal of 3/5 and change the sign from division to multiplication. In that case,

(9/4) * (5/3)

You can cancel 9 and 3, looking like this:

(3/4) * (5/1)

The answer would be 15/4. Converting it to a mixed fraction, you'll eventually get 3 3/4.

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What is an expression for the sale price of a bracelet that has been discounted 60% from its sticker price? Ev?

1.)What is an expression for the sale price of a bracelet that has been discounted 60% from its sticker price? Evaluate the expression for sticker prices of $90.

Use the variable s for the sale price and p for the sticker price.

A. s = p – 0.6p; $36

B. s = p – 0.4p; $54

C. s = p + 60p; $5,490

D. s = p + 0.6p; $90

2.) simplify 2 + 6?

3.) What is the value of (x)/(y) when x=(9)/(4) and y=(3)/(5)

Use the variable s for the sale price and p for the sticker price.

A. s = p – 0.6p; $36

B. s = p – 0.4p; $54

C. s = p + 60p; $5,490

D. s = p + 0.6p; $90

2.) simplify 2 + 6?

3.) What is the value of (x)/(y) when x=(9)/(4) and y=(3)/(5)

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