If no of units of Brand 3 increases by 20% and there is decrease of 16.66% in its price per unit then tax collected by brand 3 will be more or less as compared to brand 1 by how much percentage approximately?

22%

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25%

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28%

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32%

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Solution

The correct option is D
32%

Tax collected = No. of units $\times$ Price per unit $\times$ % of tax collected on value.

Now as No of units increases by ${\frac{1}{5}}^{t h}$ and price per unit decreases by ${\frac{1}{6}}^{t h}$ , the tax collected remains the same.

Hence required answer is = $= \frac{9135000 - 6160000}{9135000} \times 100 = 32.56 %$

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If no of units of Brand 3 increases by 20% and there is decrease of 16.66% in its price per unit then tax collected by brand 3 will be more or less as compared to brand 1 by how much percentage approximately?

The correct option is D 32%Tax collected = No. of units × Price per unit × % of tax collected on value. Now as No of units increases by 15th and price per unit decreases by 16th , the tax collected remains the same. Hence required answer is = =9135000−61600009135000×100=32.56%