Question

Q41
Please help me as soon as possible.

Answer 1

`\textsf{C.} \quad \$0.30s + \$0.90l+\$240`

Explanation:

To calculate the owner's daily costs to run the coffee shop when small coffees (s) and large coffees (l) are sold, we need to consider the cost of producing the coffee and the cost of the employees' wages.

Coffee Production Cost

Given information:

• The cost to produce a small cup of coffee (s) is $0.30.
• The cost to produce a large cup of coffee (l) is $0.90.

Therefore:

`\textsf{Total production cost} = \$0.30s + \$0.90l`

Wages Cost

Given information:

• Two employees work for 12 hours each.
• Each employee earns $10.00 per hour.

Therefore:

`\begin{aligned}\textsf{Total wages cost} &= \sf 2\; employees * 12 \;hours * \$10.00/hour\\&=\sf 24\;hours* \$10.00/hour\\& =\sf \$240\end{aligned}`

Total Daily Cost

`\begin{aligned}\textsf{Owner's daily costs} &= \sf Coffee\; production\; cost + Wages \;cost\\&=\$0.30s + \$0.90l+\$240\end{aligned}`

So, the correct representation of the owner's daily costs to run the coffee shop when small coffees (s) and large coffees (l) are sold is answer option C:

`\Large\boxed{\boxed{\$0.30s + \$0.90l+\$240}}`