Which brand earned the maximum revenue before tax?

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Solution

The correct option is D
D

Revenue earned before tax = Number of units sold $\times$ Unit Price
Revenue earned by brand A
$= (18 \times \frac{25000}{100}) \times 14500 = 65, 250, 000$
Revenue earned by brand B
$= (14 \times \frac{25000}{100}) \times 16000 = 56, 000, 000$
Similarly, revenue earned by C $= 66, 000, 000$ .
Revenue earned by D $= (26 \times \frac{25000}{100}) \times 13000 = 84, 500, 000$
Revenue earned by E $= 67500000$ .
So, maximum revenue is earned by D.

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