Question

joe bbq sells bbq by the pound michelle buys 8.75 worth of sides and then she get six pounds of bbq if her total was is 40. 55 how much was each pound of bbq

Answer 1

To find the price per pound of BBQ, subtract the cost of sides ($8.75) from the total cost ($40.55) to get $31.80 for BBQ alone. Divide this by the number of pounds (6) to find that the price per pound of BBQ is $5.30.

Step-by-step explanation:

The student's question pertains to solving for the price per pound of BBQ based on the given total cost and additional cost of sides. Michelle bought $8.75 worth of sides and purchased six pounds of BBQ. Her total cost was $40.55. To find out how much each pound of BBQ cost, we need to subtract the cost of the sides from the total cost and then divide the remaining amount by the number of pounds of BBQ.

First, calculate the total cost of the BBQ alone by subtracting the cost of sides from the total cost:

Total cost of BBQ = Total cost - Cost of sides

Total cost of BBQ = $40.55 - $8.75

Total cost of BBQ = $31.80

Next, we divide the total cost of BBQ by the number of pounds to find the price per pound:

Price per pound = Total cost of BBQ ÷ Number of pounds

Price per pound = $31.80 ÷ 6

Price per pound = $5.30

Therefore, each pound of BBQ costs $5.30.

Answer 2

First, we need to set up an equation.

6x + 8.75 = 40.55

Then, we use the equation to solve for how much a pound of BBQ costs.

To move 8.75 to the other side, we have to subtract 8.75 from both sides of the equation.

6x = 40.55 - 8.75

6x = 31.8

Next, we divide both sides by 6 to get the value of x.

6x/6 = x

31.8/6 = 5.3

Lastly, add the correct unit.

$5.3.

Therefore, the price per pound of BBQ is $5.30