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A computer randomly picks a two digit number greater than 49. Find the odds that the number picked is a multiple of 5.

Mathematics
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I really have no idea... HELP!!!!
the odd is probability?
How many 2 digit numbers are there?

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Other answers:

I don't know
odds does not mean odd in this question
odds mean by probability
well lets count 10-99
Ok there are 90 2 digit numbers
|dw:1372307123036:dw|
And that number has to be great than 49
S there are 50 possible choices altogether
|dw:1372307186299:dw|
now the probability is n/n1
my answer book says 1:4 but I dont understand
hmmm I got a 1/5
@HELP!!!! get it?
How did you get n_1=40?
im kind of confused with the n1 and n
sorry 50
1/5
uhhhh
my book says 1:4 can anyone explain how or why?
can you guys guess how that happened?
i htink the rigth ans is 1/5if odd means probability
hmm I would have guessed 1/5, but it must have something to do with starting on 50
But it can be 50 since the number is greater than 49
right, I still don't see how that makes it 1 to 4
umm are u sure the answer is 1:4?
i think the book is wrong
well my work book is ment to trick people somehow
oh 1/5 is 1:4
How so?
favorable outcome : unfavorable outcume
I think, maybe not....
1 to 4 ratio means put in 1 for every 4 so you have put in 1/5
make some sense
IM LOST
but I get it at the same time
hahahaah oh yaaaaaaaaa?
four cons and 1 odd
Ohhhh I seee now I get it
imagine a 1:4 ratio of some liquid and water for every 4 gallons of water you put in one gallon of some liquid if you do this once, you have put in 1/5 of the whole
Yup I see that
weird way to put the answer
I SI
Ok so basically the probability that you will get a multiple of 5 is a 1/5 meaning that for every 5 picks one out of the 5 picks will be a multiple of 5. In other words 1 pick will be a multiple of 5 while the other 4 will not. Do you follow @HELP!!!!
lol i had a huge discussion about odds and ratios yesterday
Its weird that the answer is in a ratio. I dont see the point of that.
wow ...
Well thanks guys 4 the HELP!!!!
its seems like everyone wants to talk about it alittle bit more

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