Mohan bought a laptop for ₹8000 and sold it to Jay at a loss of 12%. Find the selling price of the laptop.

₹7225

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₹7900

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₹7040

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₹7245

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Solution

The correct option is C ₹7040
Given,
Cost price = ₹8000
Loss% = 12%
Selling price = Cost price x $(\frac{100 - L o s s}{100})$

= $8000 (\frac{100 - 12}{100})$

= 88 × 80
= 7040
Therefore, selling price = ₹7240

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Mohan bought a laptop for ₹8000 and sold it to Jay at a loss of 12%. Find the selling price of the laptop.

The correct option is C ₹7040Given, Cost price = ₹8000 Loss% = 12% Selling price = Cost price x(100−Loss100) = 8000(100−12100) = 88 × 80 = 7040 Therefore, selling price = ₹7240

The correct option is C ₹7040
Given,
Cost price = ₹8000
Loss% = 12%
Selling price = Cost price x $(\frac{100 - L o s s}{100})$

= $8000 (\frac{100 - 12}{100})$

= 88 × 80
= 7040
Therefore, selling price = ₹7240