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I have a number of ball/s.

The number of green ball/s is twice as many as the number of red ball/s.

The number of blue ball/s is three times as many as the number of green ball/s.

The number of yellow ball/s is four times the number of blue ball/s.

The number of black ball/s is five time the number of yellow ball/s.

The number of white ball/s is six times the number of black ball/s.

The number of red ball/s is seven times the number of white ball/s.

How many ball/s of each do I have?

:wacko::wacko:

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White balls cannot be 720 * red balls, AND be 1/7 of red balls. So the whole problem makes no sense. I agree he either doesn't have the balls for this problem, or perhaps has lost his marbles?

:)
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The last statement, of the red balls being 7 times the number of white balls eliminates the possibility of a non-zero answer.

great, didn't notice it started and ended with red balls

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White balls cannot be 720 * red balls, AND be 1/7 of red balls. So the whole problem makes no sense. I agree he either doesn't have the balls for this problem, or perhaps has lost his marbles?

:)

If White = 0 And Red = 0 Then

The statement: '720 * Red = 1/7 * Red' is TRUE

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0 - It is a "number" and all the statements would be true.

You have no ball/s!

:wacko: Guess your bag is empty....

The last statement, of the red balls being 7 times the number of white balls eliminates the possibility of a non-zero answer.

White balls cannot be 720 * red balls, AND be 1/7 of red balls. So the whole problem makes no sense. I agree he either doesn't have the balls for this problem, or perhaps has lost his marbles?

:)

great, didn't notice it started and ended with red balls

If White = 0 And Red = 0 Then

The statement: '720 * Red = 1/7 * Red' is TRUE

Great, 0 or empty bag is the answer. It would be funny if anyone write all that down and start working on it :thumbsup:

Edited by Eragon
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