6.10 (Sales Commissions) Use a single-subscripted array to solve the following problem: A pharmaceutical company pays its medical representatives (MRs) on a commission basis. The MRs receive a fixed salary of $1000 per month plus 6% of their gross sales for that month. For example, a MR who grosses $15,000 in sales in a month receives $1000 plus 6% of $15,000, or a total of $1900. Write a C program (using an array of counters) that determines how many of the MRs earned commissions in each of the following ranges (assume that each MR's commission is truncated to an integer amount):

C++ Programming: From Problem Analysis to Program Design
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6.10 (Sales Commissions) Use a single-subscripted array to solve the following
problem:
A pharmaceutical company pays its medical representatives (MRs) on a
commission basis. The MRs receive a fixed salary of $1000 per month plus 6% of
their gross sales for that month. For example, a MR who grosses $15,000 in sales
in a month receives $1000 plus 6% of $15,000, or a total of $1900. Write a C
program (using an array of counters) that determines how many of the MRs
earned commissions in each of the following ranges (assume that each MR's
commission is truncated to an integer amount):
a) $0 – 120
b) $121 – 240
c) $241 – 360
d) $361 – 480
e) $481 – 600
f) $601 – 720
g) $721 – 840
h) $841 – 960
i) $960 and above
Transcribed Image Text:6.10 (Sales Commissions) Use a single-subscripted array to solve the following problem: A pharmaceutical company pays its medical representatives (MRs) on a commission basis. The MRs receive a fixed salary of $1000 per month plus 6% of their gross sales for that month. For example, a MR who grosses $15,000 in sales in a month receives $1000 plus 6% of $15,000, or a total of $1900. Write a C program (using an array of counters) that determines how many of the MRs earned commissions in each of the following ranges (assume that each MR's commission is truncated to an integer amount): a) $0 – 120 b) $121 – 240 c) $241 – 360 d) $361 – 480 e) $481 – 600 f) $601 – 720 g) $721 – 840 h) $841 – 960 i) $960 and above
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