A shop sells erasers at ₹8 each and folders at ₹25 each. If a customer buys 5 erasers and 3 folders, what’s the total bill?
- (a)₹99
- (b)₹115
- (c)₹105
- (d)₹111
Answer
Why
Correct — B.
Rule: cost of each item = number × price, then add the items.
Erasers: 5 × ₹8 = ₹40
Folders: 3 × ₹25 = ₹75
Total: ₹40 + ₹75 = ₹115 → option (b).
Why the others are wrong
- (a)₹99 — ₹99 is 24 + 75, the cost of 3 erasers and 3 folders. The customer buys 5 erasers, which cost ₹40, not ₹24.
- (c)₹105 — ₹105 is ₹10 short. With ₹75 for the folders it leaves ₹30 for the erasers, which is ₹6 each, not ₹8.
- (d)₹111 — ₹111 is ₹4 short. After ₹75 for the folders it leaves ₹36, and 36 is not a multiple of 8, so no whole number of ₹8 erasers gives it.
Concept
A bill is the sum of quantity × unit price for each item. Work each item out on its own line, then add.
Keeping the two products apart stops a count from being paired with the wrong price: 5 goes with ₹8, and 3 goes with ₹25.
Each option can be checked backwards: take away ₹75 for the folders and see whether what is left is 5 × ₹8. ₹115 leaves exactly ₹40, while ₹99, ₹105 and ₹111 leave ₹24, ₹30 and ₹36.
Key facts
- A bill is the sum of quantity × unit price for each item.
- Here: 5 × ₹8 = ₹40 for erasers and 3 × ₹25 = ₹75 for folders.
- Back-check: ₹115 − ₹75 = ₹40 = 5 × ₹8.
Study next
Common traps
- Using the folder count for the erasers too: 3 × ₹8 + 3 × ₹25 = ₹99
- Swapping the counts: 3 erasers and 5 folders come to ₹149, which is not listed
15 Sep 2025, 09:00, Reasoning Q.17 sets the same kind of bill: 4 apples at ₹18 and 2 melons at ₹35, keyed ₹142.
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