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15 River Crossing Questions and Answers
15 solved River Crossing questions with step-by-step explanations. Includes formulas, shortcuts, and tips for placement tests and competitive exams.
Advanced river crossing questions for experienced learners. These medium-to-hard questions test deeper understanding and are ideal for those who have already mastered the basics. Each question includes a detailed explanation.
Q1
Medium
A boatman moves 8 parcels across, carrying one parcel outbound and returning empty except after the final trip. Total one-way movements?
Explanation:
For n parcels, one-way movements = 2n - 1 = 15.
Q2
Medium
A ferry carries 6 boxes per crossing. 22 boxes must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(22/6) = 4.
Q3
Medium
A boatman moves 3 parcels across, carrying one parcel outbound and returning empty except after the final trip. Total one-way movements?
Explanation:
For n parcels, one-way movements = 2n - 1 = 5.
Q4
Medium
A ferry carries 6 boxes per crossing. 24 boxes must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(24/6) = 4.
Q5
Medium
A boatman moves 6 parcels across, carrying one parcel outbound and returning empty except after the final trip. Total one-way movements?
Explanation:
For n parcels, one-way movements = 2n - 1 = 11.
Q6
Medium
A ferry carries 4 boxes per crossing. 20 boxes must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(20/4) = 5.
Q7
Medium
A boatman moves 9 parcels across, carrying one parcel outbound and returning empty except after the final trip. Total one-way movements?
Explanation:
For n parcels, one-way movements = 2n - 1 = 17.
Q8
Medium
A ferry carries 6 people per crossing. 9 people must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(9/6) = 2.
Q9
Medium
A boatman moves 4 parcels across, carrying one parcel outbound and returning empty except after the final trip. Total one-way movements?
Explanation:
For n parcels, one-way movements = 2n - 1 = 7.
Q10
Medium
A ferry carries 4 crates per crossing. 16 crates must cross one-way. Minimum crossings?
Explanation:
For Simple Interest: SI = (Principal × Rate × Time) ÷ 100. For Compound Interest: Amount = P × (1 + R/100)^T. The key difference is that CI earns interest on interest. Minimum one-way crossings = ceil(16/4) = 4.
Q11
Medium
A ferry carries 5 sacks per crossing. 28 sacks must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(28/5) = 6.
Q12
Medium
A ferry carries 6 boxes per crossing. 27 boxes must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(27/6) = 5.
Q13
Medium
A ferry carries 2 people per crossing. 16 people must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(16/2) = 8.
Q14
Medium
A ferry carries 6 sacks per crossing. 16 sacks must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(16/6) = 3.
Q15
Hard
A ferry carries 5 boxes per crossing. 10 boxes must cross one-way. Minimum crossings?
Explanation:
Minimum one-way crossings = ceil(10/5) = 2.
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