A salesperson earns a base salary of $4000 per month plus 15% commission on sales. her monthly income f(s) is given by the funct
ion f(s)=4000 +0.15s where s is monthly sales in dollars use this information for numbers 9-12 9) find g(s) if the salesperson's commission is lowered to 5%
10) find h(s) if the salesperson's base salary is doubled
11) find k(s) if the salesperson's base salary is cut in half and her commission is doubled
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 <span>her monthly income g(s) is given by the function g(s)=4000 +0.05s where s is monthly sales in dollars
10) </span>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 <span>if the salesperson's base salary is cut in half and her commission is doubled</span>, then her monthly income k(s) is given by the function k(s)=2000 +0.3s where s is monthly sales in dollars.
The answer for this question, to the correct significant digits, would
be 39 feet squared. This can be worked out in the following way: S=a*a
ft^2S=6.25*6.25S=39.0625?39.1 9and then round this up to find the answer
of 39 square feet)
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