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wlad13
2 months ago
15

On the planet Sigma, robots excavate chunks of a very precious cristaline. These chunks can be divided into smaller part only on

the Earth. Once a month, a spaceship comes to Sigma to bring cristaline to the Earth. The spaceship cannot take more than k pounds of the load. Naturally, it is desirable to take as much cristaline as the spaceship can.
Required:
a. Write an algorithm that will allow bringing the maximal amount of cristaline to the Earth. Prove that it is correct and estimate its time complexity.
b. Write an efficient algorithm that will allow bringing the maximal amount of cristaline to the Earth. Prove that it is correct and estimate its time complexity.
Computers and Technology
1 answer:
Amiraneli [1K]2 months ago
7 0

Answer:

Begin the algorithm by assessing the ship's weight. Load the crystalline material onto the ship. Verify if the weight equals the ship's weight plus k pounds of crystalline; if it is not enough, load additional crystalline. If there is an excess, discard the surplus crystalline. Upon meeting the required weight, the ship can depart for planet Sigma.

Explanation:

The algorithm consistently monitors the ship's weight while loading with the total of the ship's weight along with k pounds of crystalline. This method ensures that the ship carries the maximum feasible amount of crystalline to planet Sigma.

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Explanation:

#include <stdio.h>

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