Need help with this Intro to Elementary Number Theory homework problem. covered topicsprime numberslinear Diophantine equationssystems of linear Diophantine equations. Similar to the last problem, let a = 5¹1 and b = 5¹1and every member of group B has exactly b dollars.54. Suppose there are two groups of people, group A and group B, such that each member of group A has exactly a dollarsIf the total number of dollars between all members of group A and group B is 551, find the total number of people in group A or enter O if there is not enough information todetermine this.

Each member of group A has exactly dollars.Each member of group B has exactly dollars.Total number…

Similar to the last problem, let a = 5¹¹ and b = 5¹¹ - 54. Suppose there are two groups of people, group A and group B, such that each member of group A has exactly a dollars and every member of group B has exactly b dollars. If the total number of dollars between all members of group A and group B is 551, find the total number of people in group A or enter O if there is not enough information to determine this.

Similar to the last problem, let a = 5¹¹ and b = 5¹¹ - 54. Suppose there are two groups of people, group A and group B, such that each member of group A has exactly a dollars and every member of group B has exactly b dollars. If the total number of dollars between all members of group A and group B is 551, find the total number of people in group A or enter O if there is not enough information to determine this.

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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