Profit Calculators are sold for 20 each Advertising costs ar

Profit. Calculators are sold for $20 each. Advertising costs are $76 per month. Let x be the number of calculators sold. Enter a polynomial representing the monthly profit earned by selling x calculators.

Profit is equal to revenue minus cost: P=RC
P=
Profit. Calculators are sold for $20 each. Advertising costs are $76 per month. Let x be the number of calculators sold. Enter a polynomial representing the monthly profit earned by selling x calculators.

Profit is equal to revenue minus cost: P=RC
P=
Profit. Calculators are sold for $20 each. Advertising costs are $76 per month. Let x be the number of calculators sold. Enter a polynomial representing the monthly profit earned by selling x calculators.

Profit is equal to revenue minus cost: P=RC
P=

Solution

GIven there are x calculators and are sold for $20 each.

Additional cost=$76

Total revenue of calculators for month = 20*x

Profit per month would be = 20x-76

 Profit. Calculators are sold for $20 each. Advertising costs are $76 per month. Let x be the number of calculators sold. Enter a polynomial representing the mo

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