The price of corn oil is ₹ x per kg. If the p | vedclass

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(D) The original price of corn oil is ₹ $x$ per $kg$.After a decrease of ₹ $10$ per $kg$,the new price of corn oil becomes ₹ $(x - 10)$ per $kg$.To fi

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$\frac{500}{x-10}$

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(D) The original price of corn oil is ₹ $x$ per $kg$.After a decrease of ₹ $10$ per $kg$,the new price of corn oil becomes ₹ $(x - 10)$ per $kg$.To find the quantity of corn oil that can be purchased for ₹ $500$ at the new rate,we use the formula: $	ext{Quantity} = \frac{	ext{Total Amount}}{	ext{Price per unit}}$.Substituting the values,we get: $	ext{Quantity} = \frac{500}{x - 10} \ kg$.Therefore,the correct option is $D$.

The price of corn oil is ₹ $x$ per $kg$. If the price of corn oil is decreased by ₹ $10$ per $kg$,then how many kilograms of corn oil can be obtained for ₹ $500$ at the new rate?

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