Fiona sells bracelets for $24 each. the initial cost of supplies is $134.

what function equation represents her profit from selling n bracelets?

a) p(n) = 24n - 134
b) p(n) = 134n - 24
c) p(n) = 24n + 134
d) p(n) = 134n + 24

i think it’s d i’m not sure

The function equation that represents her profit from selling n bracelets is p(n) = 24n - 132: Option D is correct.

Given the following details

Initial cost of bracelets = $134

If Fiona sells bracelets for $24 each, then the cost of n bracelets will be expressed as 24n

The formula for calculating profit will be:

Profit = Selling price - Cost Price

Given

Selling price for n bracelets = 24n

Cost price =$134

Substitute into the profit formula

Profit = 24n - 134

Hence the function equation that represents her profit from selling n bracelets is p(n) = 24n - 132

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The answer to your question is: letter A

Step-by-step explanation:

A) p(n) = 24n - 134    This is the correct answer because n represent s the number of bracelets and times its price gives the total sold minus the money she invested (134) will give the profit.

b) p(n) = 134n - 24 This equation is incorrect because she only invest 134 once, not "n".

C) p(n) = 24n + 134  This equation is incorrect because the initial cost must be substract from the sells to give the exact profit.

D) p(n) = 134n + 24  This equation is incorrect, the initial investment do not need to be multiply by the number of bracelets.