Meena and her children went into a grocery store where they sell bananas for $0.70 each and mangos for $1.50 each. Meena has $15 to spend and must buy no less than 10 bananas and mangos altogether. If Meena decided to buy 6 mangos, determine the maximum number of bananas that she could buy.Answer:
Q. Meena and her children went into a grocery store where they sell bananas for $0.70 each and mangos for $1.50 each. Meena has $15 to spend and must buy no less than 10 bananas and mangos altogether. If Meena decided to buy 6 mangos, determine the maximum number of bananas that she could buy.Answer:
Calculate total cost of mangos: Calculate the total cost of 6 mangos.Mangos cost $1.50 each.Total cost for 6 mangos = 6×$1.50.Total cost for 6 mangos = $9.00.
Subtract cost from total amount: Subtract the cost of 6 mangos from the total amount Meena has.Meena has $15 to spend.Amount remaining after buying 6 mangos = $15−$9.00.Amount remaining = $6.00.
Calculate maximum number of bananas: Calculate the maximum number of bananas Meena can buy with the remaining amount.Bananas cost $0.70 each.Maximum number of bananas = Amount remaining / Cost per banana.Maximum number of bananas = $6.00/$0.70.Maximum number of bananas = 8.57, but Meena can only buy whole bananas.Maximum number of bananas = 8.
Check total number of fruits: Check if the total number of fruits Meena buys is at least 10. Total fruits = Number of mangos + Number of bananas.Total fruits =6+8.Total fruits =14.
Confirm Meena's fruit purchase: Confirm that Meena can buy 8 bananas along with 6 mangos and still meet the requirement of buying at least 10 fruits in total.Since 14 is greater than 10, the requirement is met.