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Ms. Moss bought a surfboard on the installment plan. The cash price of
[#permalink]
06 Oct 2025, 08:13
06 Oct 2025, 08:13
Expert Reply
00:00
Question Stats:
87% (00:53) correct
12% (00:49) wrong based on 24 sessions
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Ms. Moss bought a surfboard on the installment plan. The cash price of the surfboard was $ 650. The amount she paid at the time of purchase was $ 170 and then she paid 24 monthly payments of $ 23 each.
Quantity A |
Quantity B |
The amount in dollars she paid for the surfboard in excess of the cash price |
71 |
- Part of the project: PrepClub Daily GRE Quant Questions: Arithmetic, Algebra, Geometry & DA
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Re: Ms. Moss bought a surfboard on the installment plan. The cash price of
[#permalink]
01 Nov 2025, 11:03
01 Nov 2025, 11:03
Expert Reply
Ms. Moss paid a total amount equal to the initial payment plus all monthly payments:
- Initial payment: $\(\$ 170\)$
- Monthly payments: 24 payments of $\(\$ 23\)$ each $\(\rightarrow 24 \times 23=552\)$
Total amount paid:
$$
\(170+552=722\)
$$
The cash price of the surfboard was $\(\$ 650\)$. The amount paid in excess of the cash price is:
$$
\(722-650=72\)
$$
Comparison:
Quantity $\(\mathrm{A}=72\)$
Quantity $\(B=71\)$
Since $\(72>71\)$,
Quantity A is greater than Quantity B .
- Initial payment: $\(\$ 170\)$
- Monthly payments: 24 payments of $\(\$ 23\)$ each $\(\rightarrow 24 \times 23=552\)$
Total amount paid:
$$
\(170+552=722\)
$$
The cash price of the surfboard was $\(\$ 650\)$. The amount paid in excess of the cash price is:
$$
\(722-650=72\)
$$
Comparison:
Quantity $\(\mathrm{A}=72\)$
Quantity $\(B=71\)$
Since $\(72>71\)$,
Quantity A is greater than Quantity B .
gmatclubot
Re: Ms. Moss bought a surfboard on the installment plan. The cash price of [#permalink]
01 Nov 2025, 11:03
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