Question

13. The price per scarf is a function of the number of scarves purchased. The table shows the price per scarf for purchases of up to four scarves. number (n) of scarves 1 2 3 4 cost (c) per scarf $5.00 $4.75 $4.50 $4.25 Which of the following functions was used to determine the prices shown in the table? A. $c = n(\$5.00 - \$0.25)$ B. $c = \$5.00 - \$0.25(n - 1)$ C. $c = \$5.00 - \$0.25n$ D. $c = \$5.00n - \$0.25n$

          13. The price per scarf is a function of the
number of scarves purchased. The table
shows the price per scarf for purchases
of up to four scarves.
number (n) of scarves 1 2 3 4
cost (c) per scarf $5.00 $4.75 $4.50 $4.25
Which of the following functions was
used to determine the prices shown in
the table?
A. \(c = n(\$5.00 - \$0.25)\)
B. \(c = \$5.00 - \$0.25(n - 1)\)
C. \(c = \$5.00 - \$0.25n\)
D. \(c = \$5.00n - \$0.25n\)

13. The price per scarf is a function of the
number of scarves purchased. The table
shows the price per scarf for purchases
of up to four scarves.
number (n) of scarves 1 2 3 4
cost (c) per scarf 5.004.75 4.504.25
Which of the following functions was
used to determine the prices shown in
the table?
A. c = n($5.00 - $0.25)
B. c = $5.00 - $0.25(n - 1)
C. c = $5.00 - $0.25n
D. c = $5.00n - $0.25n

Added by Celia M.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Madhur L

01/18/2023

Step 1

The table shows: - 1 scarf: $5.00 - 2 scarves: $4.75 - 3 scarves: $4.50 - 4 scarves: $4.25 We can see that the price decreases by $0.25 for each additional scarf purchased. Show more…

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13. The price per scarf is a function of the number of scarves purchased. The table shows the price per scarf for purchases of up to four scarves. number (n) of scarves 2 3 4 $5.00 $4.75 $4.50 $4.25 cost (c) per scarf Which of the following functions was used to determine the prices shown in the table? A. c = $5.00 + $0.25n B. c = $5.00 - $0.25n - 1 C. c = $5.00 + $0.25 D. c = $5.00n + $0.25n