The cost for manufacturing the given number of cards is as follows:
(a) for 100 cards, C = $325
(b) for 150 cards, C = $425
(c) for 200 cards, C = $525
(d) for 335 cards, C = $795
It is given that, C is the cost in dollars and n is the number of cards.
The cost and the number of cards are related by
C = 125 + n + n
The given expression for cost is C = 125 + n + n
(a) For making 100 cards:
n = 100;
Cost C = 125 + 100 + 100 = $325
Thus, the cost for 100 cards is $325.
(b) For making 150 cards:
n = 150;
Cost C = 125 + 150 + 150 = $425
Thus, the cost for 150 cards is $425.
(c) For making 200 cards:
n = 200;
Cost C = 125 + 200 + 200 = $525
Thus, the cost for 200 cards is $525.
(d) For making 335 cards:
n = 335;
Cost C = 125 + 335 + 335
Thus, the cost for 335 cards is $795.
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