Respuesta :
All you need to do here is just find the ratio of red marbles to all of the marbles.
2 red
2 red + 3 blue + 5 yellow + 2 green
when you add everything up, you get 2/12, which is equal to 1/6.
2 red
2 red + 3 blue + 5 yellow + 2 green
when you add everything up, you get 2/12, which is equal to 1/6.
so red, blue, yellow, green
2 red
3 blue
5 yellow
2 green
probability= [tex] \frac{desired outcomes}{total possible outcomes} [/tex]
the desired outcomes is red or 2
total possible is all marbles or 2+3+5+2=12
so the probability of picking a red marble is 2/12=1/6
2 red
3 blue
5 yellow
2 green
probability= [tex] \frac{desired outcomes}{total possible outcomes} [/tex]
the desired outcomes is red or 2
total possible is all marbles or 2+3+5+2=12
so the probability of picking a red marble is 2/12=1/6