question 9 | lesson 2 - 6 - practice (rm c2)\naddison is considering two sales jobs. the job offers are…

question 9 | lesson 2 - 6 - practice (rm c2)\naddison is considering two sales jobs. the job offers are shown in the table:\njob 1: a commission of 24% of her total monthly sales.\njob 2: salary of $4,000 with a commission of 12.25% on her total monthly sales over $14,500.\nshe estimates her total monthly sales will average $18,000. which job should addison take if she wants to earn more money each month? how much more will she earn?\nshe should take select choice to earn more money each month.\nshe will earn $select choice more.

question 9 | lesson 2 - 6 - practice (rm c2)\naddison is considering two sales jobs. the job offers are shown in the table:\njob 1: a commission of 24% of her total monthly sales.\njob 2: salary of $4,000 with a commission of 12.25% on her total monthly sales over $14,500.\nshe estimates her total monthly sales will average $18,000. which job should addison take if she wants to earn more money each month? how much more will she earn?\nshe should take select choice to earn more money each month.\nshe will earn $select choice more.

Answer

Explanation:

Step1: Calculate earnings for Job 1

Earnings in Job 1 are 24% of total monthly sales. Given sales $S = 18000$, earnings $E_1=0.24\times18000 = 4320$.

Step2: Calculate earnings for Job 2

First, find the amount of sales over 14500: $18000 - 14500=3500$. Commission on this amount is 12.25% and base - salary is 4000. Earnings $E_2 = 4000+0.1225\times3500$. $E_2=4000 + 428.75=4428.75$.

Step3: Compare earnings

Find the difference $\Delta E=E_2 - E_1$. $\Delta E=4428.75 - 4320 = 108.75$.

Answer:

She should take Job 2 to earn more money each month. She will earn $108.75 more.