Alice, Ben, and Carl collect stamps. They exchange stamps among themselves according to the following scheme: Alice gives Ben as many stamps as Ben has and Carl as many stamps as Carl has. After that, Ben gives Alice and Carl as many stamps as each of them has, and then Carl gives Alice and Ben as many stamps as each has. If each finally has 64 stamps, how many stamps does Alice have at the start? (NOTE: THE 4 STEPS OF POLYA SHOULD BE PROPERLY INDICATED) Source: Alfred S. Posamentier’s Problem – solving strategies for efficient and elegant solution
Alice, Ben, and Carl collect stamps. They exchange stamps among themselves according to the following scheme: Alice gives Ben as many stamps as Ben has and Carl as many stamps as Carl has. After that, Ben gives Alice and Carl as many stamps as each of them has, and then Carl gives Alice and Ben as many stamps as each has. If each finally has 64 stamps, how many stamps does Alice have at the start? (NOTE: THE 4 STEPS OF POLYA SHOULD BE PROPERLY INDICATED) Source: Alfred S. Posamentier’s Problem – solving strategies for efficient and elegant solution
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Alice, Ben, and Carl collect stamps. They exchange stamps among themselves according to the following scheme: Alice gives Ben as many stamps as Ben has and Carl as many stamps as Carl has. After that, Ben gives Alice and Carl as many stamps as each of them has, and then Carl gives Alice and Ben as many stamps as each has. If each finally has 64 stamps, how many stamps does Alice have at the start? (NOTE: THE 4 STEPS OF POLYA SHOULD BE PROPERLY INDICATED) Source: Alfred S. Posamentier’s Problem – solving strategies for efficient and elegant solution
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