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Bunuel
Richard's Roto-Rooter service has budgeted $5,000 to spend on drain-cleaning equipment. If this money has to pay for the equipment and for any sales taxes that will be added to the price of the item, does the business have 500 dollars left after purchasing the equipment?

(1) The sales tax on the equipment was 10%.
(2) The total price of the equipment was less than $4,000.


­
The Budget amount is $5000.
$5000 = price of equipment P + sales tax ST

The question asks after spending for P and ST is the remaining amount $500 ???? ( verbatim)

Notation form : $5000 - (P+ ST) = $500 ??


Let’s analyse the statements now
STATEMENT 1:

(1) The sales tax on the equipment was 10%.

given ST = 10% of the price P.
NOT sufficient.

STATEMENT 2:

(2) The total price of the equipment was less than $4,000.
P < $4000.

Without knowing the ST. This statement is NOT SUFFICIENT.

combining statement 1 and statement 2:

lets assume P = $4000 . I have to take max value as $3999. In order to make calculations easier have taken $4000.
ST = 10%($4000) = $400.

total price = $400 + $400 = $4400.

remaining amount is $5000- $4400= $600. Which is greater than $500.

Hence option C
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I have a question for statement (2). Does "total price" include sales tax, or does it mean price before sales tax?

My logic is as follow:
Total price (total payment) = Price before sales tax * (1+ sales-tax rate)
Budgeted amount - expected saving last = 5,000 - 500 = 4,500
Question: total price ≤ 4,500?

(1) The sales tax on the equipment was 10%.
Price before sales tax * (1+10%) ≤ 4,500 ?
Price before sales tax is unknown, hence insufficient.

(2) The total price of the equipment was less than $4,000.
Total price < 4,000 ≤ 4,500, hence sufficient.

IMO, option (B) is the answer.
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