to make widgets, buford rents a shop for $1960 a month and calculates the materials for each widget are $18…

to make widgets, buford rents a shop for $1960 a month and calculates the materials for each widget are $18. how many widgets can he make in a month for $10,000? round your answer to the nearest whole number.

to make widgets, buford rents a shop for $1960 a month and calculates the materials for each widget are $18. how many widgets can he make in a month for $10,000? round your answer to the nearest whole number.

Answer

Explanation:

Step1: Subtract shop - rent cost

First, subtract the monthly shop - rent cost from the total budget. The total budget is $10000 and the shop - rent is $1960. So the remaining money for materials is $10000 - 1960=8040$.

Step2: Calculate number of widgets

Since each widget's material cost is $18, divide the remaining money for materials by the cost per widget. Let the number of widgets be $n$. Then $n=\frac{8040}{18}\approx446.67$.

Step3: Round to whole number

Round the result to the nearest whole number. Since $446.67$ is closer to $447$ than to $446$, we round up to $447$.

Answer:

447