You have N boxes in Samosas, where each box is a cube. To pack the box, you need to use a rubber band (pseudo-circular, elastic band) by placing it next to the box (4 faces of a cube). The rubber band A (R1, R2) has an initial radius of R1 and can be expanded in size up to R2 without breaking. You can pack a cubic box of side length L using a 4 * L round rubber band (see Notes for clarity). Given the M-band bands and their first radius and the main radius, we need to match (provide) some rubber bands and boxes. The box needs at least one rubber band to pack and of course, each rubber band can be used to pack at least one box. Find the maximum number of boxes we can pack. Answer this in python programming language.

You have N boxes in Samosas, where each box is a cube. To pack the box, you need to use a rubber band (pseudo-circular, elastic band) by placing it next to the box (4 faces of a cube). The rubber band A (R1, R2) has an initial radius of R1 and can be expanded in size up to R2 without breaking. You can pack a cubic box of side length L using a 4 * L round rubber band (see Notes for clarity). Given the M-band bands and their first radius and the main radius, we need to match (provide) some rubber bands and boxes. The box needs at least one rubber band to pack and of course, each rubber band can be used to pack at least one box. Find the maximum number of boxes we can pack. Answer this in python programming language.

EBK JAVA PROGRAMMING

8th Edition

ISBN:9781305480537

Author:FARRELL

Publisher:FARRELL

Chapter16: Graphics

Section: Chapter Questions

Problem 14RQ

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