SOLUTION: In how many ways can we select a Representatives of 4 SPEAKS, 3SAMASA, and 2 Independents from a group of1 0 distinct SAMASA, 12 distinct SPEAKS, and 4 distinct Independents?

Question 1183066: In how many ways can we select a Representatives of 4 SPEAKS, 3SAMASA, and 2 Independents from a group of1 0 distinct SAMASA, 12 distinct SPEAKS, and 4 distinct Independents?
Answer by ikleyn(52778) (Show Source): You can put this solution on YOUR website!
.
In how many ways can we select a Representatives of 4 SPEAKS, 3SAMASA, and 2 Independents
from a group of1 0 distinct SAMASA, 12 distinct SPEAKS, and 4 distinct Independents?
~~~~~~~~~~~~~~

Usually, when the problems' composer presents a problem for a wide/general public, he (or she)
uses the terms what are familiar to the audience.

It is called to show a respect to the readers.

In this post, I don't know who are these 10 distinct SAMASA and 12 distinct SPEAKS,
and I even don't know why they are distinct - why they are not the same.

What I am trying to explain to you is that it is the extreme degree of disrespect to post such gibberish to the forum.

Next time will delete without explanations.

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