Question
The State Board of Education has $1,119 to buy new calculators. Each calculator costs $2. After buying as many calculators as it can with its budget, how much money will the State Board of Education have left over?
Answers
GPT-4o mini
To find out how many calculators the State Board of Education can buy, we divide the total budget by the cost of each calculator.
The total budget is $1,119 and each calculator costs $2.
\[
\text{Number of calculators} = \frac{\text{Total budget}}{\text{Cost of each calculator}} = \frac{1119}{2} = 559.5
\]
Since the State Board cannot buy half a calculator, we round down to the nearest whole number:
\[
\text{Number of calculators bought} = 559
\]
Next, we calculate the total cost for 559 calculators:
\[
\text{Total cost for calculators} = 559 \times 2 = 1118
\]
Now we find out how much money will be left over after buying the calculators:
\[
\text{Money left over} = \text{Total budget} - \text{Total cost for calculators} = 1119 - 1118 = 1
\]
Therefore, the State Board of Education will have \(\boxed{1}\) dollar left over.
The total budget is $1,119 and each calculator costs $2.
\[
\text{Number of calculators} = \frac{\text{Total budget}}{\text{Cost of each calculator}} = \frac{1119}{2} = 559.5
\]
Since the State Board cannot buy half a calculator, we round down to the nearest whole number:
\[
\text{Number of calculators bought} = 559
\]
Next, we calculate the total cost for 559 calculators:
\[
\text{Total cost for calculators} = 559 \times 2 = 1118
\]
Now we find out how much money will be left over after buying the calculators:
\[
\text{Money left over} = \text{Total budget} - \text{Total cost for calculators} = 1119 - 1118 = 1
\]
Therefore, the State Board of Education will have \(\boxed{1}\) dollar left over.
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