The table given below shows the information about five customers who visited a store. All customers are awarded reward points according to the purchase they made. Note: (i) Customers are awarded reward points according to the amount spent in the store, i.e., when the price amount is less t

Question

The table given below shows the information about five customers who visited a store. All customers are awarded reward points according to the purchase they made. Note: (i) Customers are awarded reward points according to the amount spent in the store, i.e., when the price amount is less than Rs. 5000, reward points = 50; when the price amount is between Rs. 5000 and Rs. 10000, reward points = 100; when the price amount is more than Rs. 10000, reward points = 200. (ii) Final amount on the bill = Original price - discount. (iii) Per reward point = Re. 1. (iv) Reward points are given on the original price for members and on the final amount for non-members. (v) Q, R and T each have membership of the store, while P and S do not have membership. (vi) Reward points received by R are 50% of the total reward points received by T. Which of the following statements can be true? I. Rs. 7200 could be the original price of an article for S. II. Reward amount received by P is equal to the average reward amount received by Q and R.

Accepted Answer

Only I. For S, who is a non-member, reward points are based on the final amount, so an original price of Rs. 7200 can still lead to a valid reward-point slab. Statement II cannot be fixed as true because the average reward amount of Q and R depends on their respective slabs and the condition that R gets 50% of T's total reward points.

Solution

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