The problem asks us to complete a bill with the following items: - 3 kg of apples at $3.20/kg - 1.5 kg of pears at $2.40/kg - 4 oranges at $0.75 each - 1 kg of grapes at $3.40/kg After finding the total cost, we need to calculate the change Joyce receives if she pays with a $20 note.

ArithmeticArithmetic OperationsUnit ConversionCurrency CalculationWord Problem
2025/4/2

1. Problem Description

The problem asks us to complete a bill with the following items:
- 3 kg of apples at $3.20/kg
- 1.5 kg of pears at $2.40/kg
- 4 oranges at $0.75 each
- 1 kg of grapes at $3.40/kg
After finding the total cost, we need to calculate the change Joyce receives if she pays with a $20 note.

2. Solution Steps

First, calculate the cost of each item:
Cost of apples = (Quantity of apples) * (Price per kg of apples)
Cost of apples=3 kgCost \ of \ apples = 3 \ kg * 3.20/kg = 9.609.60
Cost of pears = (Quantity of pears) * (Price per kg of pears)
Cost of pears=1.5 kgCost \ of \ pears = 1.5 \ kg * 2.40/kg = 3.603.60
Cost of oranges = (Number of oranges) * (Price per orange)
Cost of oranges=4Cost \ of \ oranges = 4 * 0.75 = 3.003.00
Cost of grapes = (Quantity of grapes) * (Price per kg of grapes)
Cost of grapes=1 kgCost \ of \ grapes = 1 \ kg * 3.40/kg = 3.403.40
Next, calculate the total cost:
Total cost=Cost of apples+Cost of pears+Cost of oranges+Cost of grapesTotal \ cost = Cost \ of \ apples + Cost \ of \ pears + Cost \ of \ oranges + Cost \ of \ grapes
Total cost=Total \ cost = 9.60 + 3.60+3.60 + 3.00 + 3.40=3.40 = 19.60$
Finally, calculate the change:
Change=Amount paidTotal costChange = Amount \ paid - Total \ cost
Change=Change = 20.00 - 19.60=19.60 = 0.40$

3. Final Answer

The total cost of the items is $19.
6

0. Joyce's change is $0.40.

Related problems in "Arithmetic"

The image presents two statements: "$2 + 1 = 4$" and "Odd numbers are divisible by 2". The problem i...

Basic ArithmeticNumber PropertiesDivisibilityLogical Reasoning
2025/6/6

The problem is to evaluate the sum $3^3 + 3^3 + 3^3$.

ExponentsOrder of OperationsSimplification
2025/6/6

The problem requires us to convert $0.0093 \text{ km}^2$ to $\text{cm}^2$.

Units ConversionAreaMetric SystemExponents
2025/6/5

The problem asks to calculate $\frac{11}{7} \div \frac{5}{8}$ and express the answer as a fraction i...

Fraction DivisionSimplifying Fractions
2025/6/5

The problem asks to calculate the area of a book in square meters, given its dimensions in centimete...

Area CalculationUnit ConversionMeasurement
2025/6/5

The problem states that $n\%$ of $4869$ is a certain value. The goal is to find $n$. Since the other...

PercentageArithmetic Operations
2025/6/3

The problem is to evaluate the expression $3\frac{3}{4} \times (-1\frac{1}{5}) + 5\frac{1}{2}$.

FractionsMixed NumbersOrder of OperationsArithmetic Operations
2025/6/3

We need to evaluate the expression $1\frac{1}{5} \times [(-1\frac{1}{4}) + (-3\frac{3}{4})]$.

FractionsMixed NumbersOrder of OperationsArithmetic Operations
2025/6/3

We need to evaluate the expression $1\frac{3}{10} + \frac{1}{2} \times (-\frac{3}{5})$.

FractionsMixed NumbersArithmetic OperationsOrder of Operations
2025/6/3

The problem asks us to evaluate the expression $1\frac{1}{5} \times (-\frac{2}{3}) + 1\frac{1}{5}$.

FractionsMixed NumbersOrder of OperationsArithmetic Operations
2025/6/3