Sobeys Sells Fruit Trays Consisting of Pineapple and Melons

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The Answer is Cost of 2 kg of strawberries = $1.50 × 2 = $3.00
Cost of 3 kg of grapes = $2.15 × 3 = $6.45
Total cost of the mixed fruit = $2 × 10 = $20
Cost of pineapple and melons = $20 - ($3 + $6.45) = $10.55 ⇒ 2.5p + 1.85m = 10.55
Maximum weight of pineapple and melons = 10 - (2 + 3) = 5kg ⇒ p + m = 5
2.5p + 1.85m = 10.55 Cost of 2 kg of strawberries = $1.50 × 2 = $3.00 Cost of 3 kg of grapes = $2.15 × 3 = $6.45 Total cost of the mixed fruit = $2 × 10 = $20 Cost of pineapple and melons = $20 - ($3 + $6.45) = $10.55 ⇒ 2.5p + 1.85m = 10.55 Maximum weight of pineapple and melons = 10 - (2 + 3) = 5kg ⇒ p + m = 5 2.5p + 1.85m = 10.55 0.65p = 10.55 - 9.25 = 2

Cost of 2 kg of strawberries = $1.50 × 2 = $3.00 Cost of 3 kg of grapes = $2.15 × 3 = $6.45 Total cost of the mixed fruit = $2 × 10 = $20 Cost of pineapple and melons = $20 - ($3 + $6.45) = $10.55 ⇒ 2.5p + 1.85m = 10.55 Maximum weight of pineapple and melons = 10 - (2 + 3) = 5kg ⇒ p + m = 5 2.5p + 1.85m = 10.55 0.65p = 10.55 - 9.25 = 2

0.65p = 10.55 - 9.25
Cost of 2 kg of strawberries = $1.50 × 2 = $3.00 Cost of 3 kg of grapes = $2.15 × 3 = $6.45 Total cost of the mixed fruit = $2 × 10 = $20 Cost of pineapple and melons = $20 - ($3 + $6.45) = $10.55 ⇒ 2.5p + 1.85m = 10.55 Maximum weight of pineapple and melons = 10 - (2 + 3) = 5kg ⇒ p + m = 5 2.5p + 1.85m = 10.55 0.65p = 10.55 - 9.25 = 2

= 2

Sobeys Sells Fruit Trays Consisting of Pineapple and Melons

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