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In your pocket you have a felt bag with some marbles. You have four(4) pearlies, two(2) starburst, and three (3) solid shooters. With this information you will answer the following questions.

Write the fractional chance of pulling out randomly, one of each on a first try when the bag is full?

What is the fractional chance of randomly not pulling out starburst on blind first try?

What is the fractional chance of randomly not pulling out a shooter on blind first try?

2006-12-04 15:06:07 · 5 answers · asked by crayola 2 in Science & Mathematics Mathematics

5 answers

#1 pearlies - 4/9; starburst 2/9; shooters 1/3
I was a bit confused by this question - these are the fractions for picking a pearly first if the bag is full, the fraction for picking a starburst first if the bag is full, and the fraction for picking a shooter if the bag is full. I hope that's what you were looking for.
#2 7/9
#3 2/3

2006-12-04 15:12:07 · answer #1 · answered by Mike10462 3 · 0 0

There are nine marbles in total.

The fractional chance of pulling out one of each type of marble is, respectively:

4/9 for the pearlie
2/9 for the starburst
and
3/9 or 1/3 for the solid shooters.

The fractional chance of randomly not pulling out a starburst would be equal to the sum of the probabilities of choosing either a perlie or a solid shooter.

4/9 + 3/9 = 7/9

There is a 7/9 chance of randomly NOT pulling out a starburst.

The same process goes for the third part of the question.

Add the probabilities of the pearlies and the starburst.

4/9 + 2/9 = 6/9 or 2/3.

There is a 2/3 of NOT pulling out a shooter.

2006-12-04 23:16:00 · answer #2 · answered by danielomm314 2 · 0 0

1. Add all of them (one bag) then make fractions.

4/9 pearlies
2/9 starburst
3/9 solid shooters

2. Add all the marbles that are not starburst.

7/9 chance

3. Same as above.

6/9

2006-12-04 23:13:24 · answer #3 · answered by clankandmatt 3 · 0 0

1/9, 7/9, 2/3

2006-12-04 23:10:25 · answer #4 · answered by Anonymous · 0 0

dude thats a tough question...check out http://www.schoolpiggyback.com..it helped me with one of my math problems..and yours sounds kinda like how mine was..posting questions is free and real experts answer your questions..check it out good luck =)

2006-12-04 23:35:13 · answer #5 · answered by B 2 · 0 0

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