Answer:
Step-by-step explanation:
To find the number of pounds that will make the cost the same for Company A and Company B, we need to set up an equation. Let's assume the number of pounds is p. For Company A, the cost is $7.25 for shipping and $0.20 for each pound, so the total cost can be calculated as: Total cost for Company A = $7.25 + ($0.20 * p) For Company B, the cost is $6.15 for shipping and $0.30 for each pound, so the total cost can be calculated as: Total cost for Company B = $6.15 + ($0.30 * p) To find the number of pounds where both companies have the same cost, we can set up an equation: $7.25 + ($0.20 * p) = $6.15 + ($0.30 * p) Simplifying the equation: $7.25 - $6.15 = ($0.30 * p) - ($0.20 * p) $1.10 = $0.10 * p Dividing both sides of the equation by $0.10: $1.10 / $0.10 = p 11 = p Therefore, the number of pounds, p, required for Company A and Company B to cost the same is 11 pounds. So, none of the options A, B, C, or D is the correct answer