Question

I Need help plz!!!!!!!!!

Answer 1

Armando is arranging his art project, science project, and math project on his desk. The tree diagram below shows the sample space.

A tree diagram is shown. The first three choices are art, science, and math. From art, one branch is math, science and the other branch is science, math. From science, one branch is art, math and the other branch is math, art. From math, one branch is art, science and the other branch is science, art.

Based on the tree diagram, what is the probability that the art project is in the middle?
one over six two over six three over six four over six

Answer 2

Do you have the diagram?

Answer 3

yes

Answer 4

@mathmate help????????

Answer 5

@skullpatrol help !!!!!!!!

Answer 6

@Marc1313
Do you know what is the meaning of "sample space"?

Answer 7

yes

Answer 8

@mathmate

Answer 9

\(\Omega\)={AMS,ASM,SAM,...}
Can you complete the set?

Answer 10

In case you find it confusing, AMS means the path Arts-Math-Science from the tree-diagram, etc.

Answer 11

@Marc1313
still there?

Answer 12

im here sorry

Answer 13

@mathmate help???

Answer 14

Would you like to complete the sample space that I started?
It will help you visualize the problem and find the answer in a snap.

Answer 15

sure but what do i do ? @mathmate

Answer 16

????

Answer 17

@confluxepic help?????

Answer 18

@mathslover plz help i dont understand this???

Answer 19

@uri help??? i really need help?

Answer 20

@mathmate help??????

Answer 21

Do you know the size of the sample space?

Answer 22

@Marc1313 ?

Answer 23

@Marc1313 You can find the size of the sample space from the tree diagram.

Answer 24

I have to go now.
You can use the tree diagram to find your answer.

To finish your problem, you will assume that the choice of path is random, which means that you assume that each outcome has equal probability.
In the case of equiprobability, you would choose the number of successful outcomes (i.e. with art in the middle), and divide by the number of possible outcomes (size of sample space) to get the required probability.