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Re: A vendor bought two pre-owned cars for $\$ 5000$ and sold them for a p [#permalink]
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Let " $\(a\)$ " be the cost price of the car on which the vendor made a profit of $\(28 \%\)$ and " $\(b\)$ " be the cost price on which he made a profit of $\(42 \%\)$.

Two equations: $\(a+b=5000\)$ and $\(28 \%\)$ of $\(a+42 \% b=1820\)$.

Solving can be formed the two equations,

we get $\(a=\$ 2000\)$. Hence, the correct answer choice is $\(B\)$.
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Re: A vendor bought two pre-owned cars for $\$ 5000$ and sold them for a p [#permalink]
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