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Kent and Bradley both work at a car dealership. Kent makes $10/hour + 3% on the amount of sales he completes. Bradley only makes $7/hr but he makes 4% on the amount of his sales. If both salesmen worked 40 hours one week and had $78,000 in sales, what was the difference (in dollars) of their paychecks?

Respuesta :

Answer: There is difference of $660 in their paychecks.

Step-by-step explanation:

Since we have given that

Number of hours in one week they worked = 40

Amount of sales = $78000

Kent makes $10 per hour plus 3% on the amount of sales .

So, the equation for Kent becomes,

[tex]10\times 40+\frac{3}{100}\times 78000\\\\=400+3\times 780\\\\=400+2340\\\\=\$2740[/tex]

Similarly, Bradley only makes $7 per hour but he makes 4% on the amount of his sales .

So, the equation for Bradley becomes,

[tex]7\times 40+\frac{4}{100}\times 78000\\\\=280+4\times 780\\\\=280+3120\\\\=\$3400[/tex]

hence, the difference between of their paychecks is given by

[tex]\$3400-\$2740\\\\=\$660[/tex]

Therefore, there is difference of $660 in their paychecks.

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