A person buys 4 apples at ₹18 each and 2 melons at ₹35 each. What is the total cost?
- (a)₹142
- (b)₹128
- (c)₹144
- (d)₹150
Answer
Why
Correct — A.
Rule: price each item as quantity × unit price, then add.
Apples: 4 × ₹18 = ₹72
Melons: 2 × ₹35 = ₹70
Total: ₹72 + ₹70 = ₹142 → option (a).
Why the others are wrong
- (b)₹128 — ₹128 is ₹14 short. It would need melons at ₹28 each (72 + 56), but the stem prices them at ₹35.
- (c)₹144 — ₹144 is ₹2 over. It would need melons at ₹36 each (72 + 72); at ₹35 each the two melons cost ₹70.
- (d)₹150 — ₹150 is ₹8 over. It is what apples at ₹20 each would give (80 + 70); at ₹18 each the four apples cost ₹72.
Concept
A mixed purchase is two multiplications and an addition: price each group on its own, then add the groups.
Keep each quantity with its own price. Crossing them, 4 × ₹35 + 2 × ₹18, gives ₹176, a different total that is not even offered.
A last-digit check is quick: 72 + 70 ends in 2, and ₹142 is the option that does.
Key facts
- Cost of a group = quantity × unit price.
- Here 4 × ₹18 = ₹72 and 2 × ₹35 = ₹70, a total of ₹142.
- A last-digit check eliminates options fast: 2 + 0 ends in 2.
Study next
Common traps
- Pairing a quantity with the other item's price: 4 × 35 + 2 × 18 = 176.
- Copying the apple total into the melon line: 72 + 72 = 144, which is option (c).
Money arithmetic also sits among the Reasoning questions at 19 Sep 2025, 09:00, Reasoning Q.19: A invests ₹20,000 for 2 years and B ₹30,000 for 3 years, and B's profit share is keyed ₹9,000.
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