Respuesta :

Part A

(20)(35)+(15)(15)-125

Part B

Multiply the sale price of each item by the number of items, and subtract the cost.

Part C

[tex](20)(35)+(15)(15)-125 \\ \\ =700+225-125 \\ \\ =700+100 \\ \\ =800[/tex]

A) The profit he made from the sales is expressed as; 20(35) + 15(15) - 125

B) The way I know the expression in A above is correct is because the formula for profit is; Profit = Selling Price - Cost Price

C) Profit = $350

How to solve algebra word problems?

We are told that;

Selling price of each keyboard = $35

Selling price of each charger = $15

A) Now, we are told that he bought 20 keyboards and 15 chargers for a total of $125. Thus;

The profit he made from the sales is;

20(35) + 15(15) - 125

B) The way I know the expression in A above is correct is because the formula for profit is;

Profit = Selling Price - Cost Price

C) The profit made is;

20(35) + 15(15) - 125 = 700 - 225 - 125 = $350

Read more about Algebra Word Problems at; https://brainly.com/question/4344214

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