MATH SOLVE

2 months ago

Q:
# A salesperson earns a base salary of $4000 per month plus 15% commission on sales. her monthly income f(s) is given by the function f(s)=4000 +0.15s where s is monthly sales in dollars use this information for numbers 9-129) find g(s) if the salesperson's commission is lowered to 5%10) find h(s) if the salesperson's base salary is doubled11) find k(s) if the salesperson's base salary is cut in half and her commission is doubled

Accepted Solution

A:

9.) Given that the salesperson earns a base salary of $4000 per month plus 15% commission on sales if the salesperson's commission is lowered to 5%, then her monthly income g(s) is given by the function g(s)=4000 +0.05s where s is monthly sales in dollars

10) Given that the salesperson earns a base salary of $4000 per month plus 15% commission on sales if the salesperson's base salary is doubled, then her monthly income h(s) is given by the function g(s)=8000 +0.15s where s is monthly sales in dollars

11) Given that the salesperson earns a base salary of $4000 per month plus 15% commission on sales if the salesperson's base salary is cut in half and her commission is doubled, then her monthly income k(s) is given by the function k(s)=2000 +0.3s where s is monthly sales in dollars.

10) Given that the salesperson earns a base salary of $4000 per month plus 15% commission on sales if the salesperson's base salary is doubled, then her monthly income h(s) is given by the function g(s)=8000 +0.15s where s is monthly sales in dollars

11) Given that the salesperson earns a base salary of $4000 per month plus 15% commission on sales if the salesperson's base salary is cut in half and her commission is doubled, then her monthly income k(s) is given by the function k(s)=2000 +0.3s where s is monthly sales in dollars.