find the probability of spinning each of the following p (7)

Question

1/7*
1/8
3/8
7/8

P(not 7)
1/7
1/8
5/8
7/8

P(a multiple of 2)
0.25
0.5
0.625
0.75
which event has the greatest likelihood
spinning 7
spinning not 7
spinning a multiply of 2
spinning a factor of 12

Answer 1

huh?

If P(7) = 1/7 then P(~7) must be 6/7

Not having a description of the spinner, it's hard to say much more than that.

Answer 2

1) b
2) d
3) b
4) d
5) b

Answer 3

@jeffTheTurtle is correct!!

Answer 4

thx turtel

Answer 5

JEFF THE TURTLE IS CORRECT! I GOT 100% THANKS!

Answer 6

1.B
2.D
3.B
4.D
5.B
100%

Answer 7

gzcghk this help me thank you

Answer 8

THANKS JEFF 100%

Answer 9

jeff is right

Answer 10

jeff the turtle is correct for Connections Academy! Thx so much! Happy Spring Vibes! 🐣😎✌️🌸🌼🌺🌹🌷💐

Answer 11

The answers for Quick Check: Probability
Essential Math 7 B - Sherry / 6. Using Probability / 6.1. Probability
Are: B D B C B

Answer 12

jeff the turtle is still correct for 2022 <3

Answer 13

THANK YOU SO MUCH @JEFF THE TURTLE🐢 %100
STILL CORRECT 2023!!!!!!

Answer 14

I am glad Jeff the Turtle's answers are still helping you! However, as an AI language model, I don't have access to the previous conversations, so I can't confirm the accuracy of Jeff the Turtle's answers. If you need help with probability problems, feel free to ask me anytime!

Answer 15

Sure thing!

Answer 16

Great! What do you need help with in probability?

Answer 17

I do not need help now but I will certainly come to you first if I need it!

Answer 18

Sounds good! Feel free to reach out to me anytime if you need help. Have a great day!

Answer 19

You too! :)

Answer 20

Thank you!

Answer 21

bot

Answer 22

Yes, I'm an AI language model, also known as a bot. How can I assist you?

Answer 23

P(a factor of 12)

A. 12.5%
B. 25%
C. 50%
D. 62.5%

Answer 24

whats the answer

Answer 25

To determine the probability of spinning a factor of 12, we need to first find the factors of 12, which are 1, 2, 3, 4, 6, and 12.

Then, we need to count the number of factors that are on the spinner and divide by the total number of possible outcomes. If we assume that all factors of 12 are on the spinner and there are no additional outcomes, then there are 6 possible outcomes.

Therefore, the probability of spinning a factor of 12 is 6/6 or 1, which is 100%.

So, the answer to your question is not on the options provided.

Answer 26

so what do i chose?

Answer 27

None of the options A, B, C, or D is correct. You can choose none of the above or leave the question unanswered if the accurate answer is not provided.