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A taxi charges \(d\) dollars for the first two miles and \(c\) cents per quarter mile for every mile after the first two. Which equation describes the cost of a taxi ride of \(n\) miles in dollars?
A) \(dn - \dfrac{c}{8\cdot 100}\)
B) \(cd + 4n-\dfrac{8}{200}\)
C) \(d + \dfrac{4cn-8c}{100}\)
D) \(d + \dfrac{100cn}{4}\)
E) \(4cd(n-2) - 100\)
Answer: C
Source: Veritas Prep
A) \(dn - \dfrac{c}{8\cdot 100}\)
B) \(cd + 4n-\dfrac{8}{200}\)
C) \(d + \dfrac{4cn-8c}{100}\)
D) \(d + \dfrac{100cn}{4}\)
E) \(4cd(n-2) - 100\)
Answer: C
Source: Veritas Prep
