Question

PLEASE ANSWER!!

A florist charges $10 for delivery plus an additional $2 per mile from the flower shop. The florist pays the delivery driver $0.50 per mile and $5 for handling each delivery. If x is the number of miles a delivery location is from the flower shop, what expression models the amount of money the florist earns for each delivery?
write in Y=mx+b form.

Answer 1

Let

• Per mile be x

Now

Charge:-

• 2x+10

Pay:-

• 0.5x+5

Now earning:-

• y=2x+10-0.5x-5
• y=1.5x+5

Answer 2

Y = 1.5x + 5

Explanation:

To model the amount of money the florist earns for each delivery, we can break it down into the different components involved.

• The florist charges $10 for delivery, which is a fixed fee.

This can be represented by the term "+10".

• Additionally, the florist charges an additional $2 per mile from the flower shop.

This can be represented by the term "+2x", where x represents the number of miles.

• The florist also pays the delivery driver $0.50 per mile and $5 for handling each delivery.

This can be represented by the term - ( 0.50x + 5 )

• Putting all these terms together, the expression that models the amount of money the florist earns for each delivery is:

Y = 10 + 2x - (0.50x + 5)

Simplify.

Y = 10 + 2x - 0.50x - 5

Combine like terms.

Y = 1.5x + 5

• Therefore, the expression that models the amount of money the florist earns for each delivery is Y = 1.5x + 5 in slope-intercept form (Y = mx + b form).