Respuesta :
So we know she gets $325 a week plus 2.75% percent commission on weekly sales over $6500. She had sales of $17400 in a week, which is, of course, more than $6500 so we must calculate her commission percentage and add it to the $325 she made that week.
A percentage written as a fraction is x over 100, so that's 2.75/100. In decimal form, this is 0.0275.
Multiply 17400 by 0.0275 to get the product of the commission she earns.
17400 * 0.0275 = 478.5
So her boss will pay her $478.50 in commission in addition to the $325 Pauletta makes a week.
325 + 478.50 = $803.50
TLDR: The 2.75% in commission Pauletta made equals $478.50. She made $803.50 total, that week.
A percentage written as a fraction is x over 100, so that's 2.75/100. In decimal form, this is 0.0275.
Multiply 17400 by 0.0275 to get the product of the commission she earns.
17400 * 0.0275 = 478.5
So her boss will pay her $478.50 in commission in addition to the $325 Pauletta makes a week.
325 + 478.50 = $803.50
TLDR: The 2.75% in commission Pauletta made equals $478.50. She made $803.50 total, that week.
Answer:
$ 624.75
Step-by-step explanation:
Given
Her base salary = $325,
Also, commission for sales over $6500 = [tex]2\frac{3}{4}\%[/tex]
Let x be the sale ( in dollars )
Then her commission = [tex]2\frac{3}{4}\%[/tex] of (x-6500),
So, her earning = base salary + commission
[tex]=325+ \frac{2\frac{3}{4}\times (x-6500)}{100}[/tex]
[tex]=325+\frac{11(x-6500)}{400}[/tex]
[tex]=325+\frac{11x-71500}{400}[/tex]
According to the question,
x = 17400
Hence, her earning = [tex]325+\frac{11\times 17400-71500}{400}[/tex]
[tex]=325+\frac{119900}{400}[/tex]
[tex]=325+299.75[/tex]
= $ 624.75