Chanel Thomas

2023-03-14

What is the monthly gross pay for Miss Cates if she earns $2,250 a month with 4.9% commission and $4,828 in sales?

Tommy Kerr

Beginner2023-03-15Added 4 answers

Miss Cates's gross pay is calculated as follows:

$g=p+(c\cdot s)$

Where:

What we are solving for is g, which stands for gross pay.

p is the monthly salary Miss Cates is paid. $2250 for this problem.

c is the commission rate Miss Cates receives on sales. 4.9% for this problem. "Percent" or "%" means "out of 100" or "per 100", Therefore 4.9% can be written as $\frac{4.9}{100}$.

s is the monthly sales Miss Cates had. $4828 for this problem.

Calculating and substituting g results in:

$g=\$2250+(\frac{4.9}{100}\cdot \$4828)}$

$g=\$2250+\frac{\$23657.2}{100}}$

$g=\$2250+\$236.57}$

$g=\$2486.57}$

Miss Cates gross pay would be: ${\$2486.57}}$

$g=p+(c\cdot s)$

Where:

What we are solving for is g, which stands for gross pay.

p is the monthly salary Miss Cates is paid. $2250 for this problem.

c is the commission rate Miss Cates receives on sales. 4.9% for this problem. "Percent" or "%" means "out of 100" or "per 100", Therefore 4.9% can be written as $\frac{4.9}{100}$.

s is the monthly sales Miss Cates had. $4828 for this problem.

Calculating and substituting g results in:

$g=\$2250+(\frac{4.9}{100}\cdot \$4828)}$

$g=\$2250+\frac{\$23657.2}{100}}$

$g=\$2250+\$236.57}$

$g=\$2486.57}$

Miss Cates gross pay would be: ${\$2486.57}}$

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