A sports team sells candles as a fundraiser. The revenue for selling x candles is given by f(x)=12x . The team's profit is $40 less than 80% of the revenue for selling x candles. Write a function g to model the profit. Then find the profit for selling 70 candles.

; The team shall earn $ 632 for selling 70 candles.

Step-by-step explanation:

We notice that statement indicate that every worker gains 80 percent of the revenue for selling candles, which is represented , where is the quantity of sold candles and is measured in US dollars, minus 40 US dollars. Then, the mathematical expression is formed by three components:

1) Revenue for selling candles:

2) 80 % of the revenue for selling candles: Vertical scaling ()

3) $ 40 are subtracted: Vertical translation. ()

Then, the expression for is:

Where:

- Quantity of candles, dimensionless.

- Team's profit, measured in US dollars.

Finally, we determine the profit for selling 70 candles: ()

The team shall earn $ 632 for selling 70 candles.

step-by-step explanation:

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