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4.8g=13.03 represents the sum of priya and andre's purchases. one side of the equation describes the based on the weights of bananas and grapes. the other side shows the total . the price of one pound of bananas and the price of one pound of grapes are unchanged, so it makes sense that they are also a solution to this equation.

User Voltan
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Final answer:

The question involves computing the cost and weight of fruit purchases. The calculation requires multiplying the quantity of each fruit by its price per pound. The equation 4.8g = 13.03 hints at a relationship between the fruits' combined weights in grams or their total cost in dollars and cents.

Step-by-step explanation:

To solve for Priya and Andre's purchases, we need to compute the amount spent on each fruit based on their prices and quantities. As mentioned in the reference chapters, this involves multiplying the quantity of fruit by its price. For example, if we know they bought bananas, we could calculate the cost by taking the number of pounds of bananas they purchased and multiplying it by the price per pound. The equation 4.8g = 13.03 likely relates to the weights and costs of the fruits they bought, potentially representing the addition of weights (in grams) or the combined cost in dollars and cents.

From the information provided, if they bought 12 bananas at 20 cents each, their total expenditure on bananas would be $2.40. Similarly, if they bought 2 bunches of grapes at 65 cents each, they would spend $1.30 on grapes. Adding these amounts provides part of the total cost of their purchase. To find the total gram weight of their purchases, one would have to convert the quantities into grams and calculate the sum. For instance, 1 pint of raspberries would need to be converted from pints to grams if the equation 4.8g is to represent their total weight in grams.

User Simon Cross
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