Two operations must be done to finish a job. if the first operation may be done in four different ways and the second operation in six different ways, how many different ways are there to do the job?

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06-09-2022
Social Studies

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Two operations must be done to finish a job. if the first operation may be done in four different ways and the second operation in six different ways, how many different ways are there to do the job?

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tripatsingh039 tripatsingh039 · Answer 1 · 2022-09-09T03:45:05-04:00

To complete a task, two operations are required. If there are four distinct methods to do the first operation and six different ways to complete the second, there are 24 alternative ways to complete the task.

As we are all aware, classes serve as the building blocks for objects, and there are different ways to construct objects of a class in Java. Because many programmers ignore it and occasionally even ask about it in interviews, this idea is underappreciated but occasionally shows to be useful.

To determine the total number of possibilities, we apply the multiplicative rule.

Total methods for performing the task =

(Amount of different ways to perform the first operation) X (Total number of ways to do the 2nd operation)

= 4 X 6

=24

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