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Bunuel
In a certain shop, notebooks that normally sell for 59 cents each are on sale at 2 for 99 cents. How much can be saved by purchasing 10 of these notebooks at the sale price?

(A) $0.85
(B) $0.95
(C) $1.10
(D) $1.15
(E) $2.00

The actual cost of notebooks is 0.59*100 => $ 5.90

Cost of the notebooks on discount is 5*99 => $ 4.95

So, The amount saved is $ 0.95, ANswer must be (B)
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Bunuel
In a certain shop, notebooks that normally sell for 59 cents each are on sale at 2 for 99 cents. How much can be saved by purchasing 10 of these notebooks at the sale price?

(A) $0.85
(B) $0.95
(C) $1.10
(D) $1.15
(E) $2.00


Note :

Normal Rate : 59 cents each

Special Sale = 2 for 99 cents.

No. of Notebooks to purchase = 10

Calculation :

10 * 59 cents = 5.9 $

5 *99 cents = 4 . 95 $

The amount we can save buying 2 at a time = 5.9 - 4.95 = 0. 95

The best answer is B.
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Solution


Given:
    • In a certain shop, normal selling price of a notebook is 59 cents
    • However, currently the sale price is 99 cents for 2 notebooks

To find:
    • Amount saved by purchasing 10 notebooks at the sale price

Approach and Working:
    • Actual price of 10 notebooks = 10 * 59 cents = 590 cents = $5.9
    • Sale price of 10 notebooks = 5 * 99 cents = 495 cents = $4.95
    • Amount saved by purchasing 10 notebooks at sale price = $5.9 – $4.95 = $0.95

Hence, the correct answer is option B.

Answer: B
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Bunuel
In a certain shop, notebooks that normally sell for 59 cents each are on sale at 2 for 99 cents. How much can be saved by purchasing 10 of these notebooks at the sale price?

(A) $0.85
(B) $0.95
(C) $1.10
(D) $1.15
(E) $2.00

The money saved is:

59 x 10 - 99/2 x 10 = 590 - 495 = 95 cents

Answer: B
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