Probability question?

Question

If one die is rolled and two coins are flipped there are 12 possible outcomes? True of False?

Answer 1

Depends, is this a question of sepearate or different results.

In other words, does 1 - H - T count as the same outcome as 1- T- H.

Either way the answer is false.
You already have 6 disticnt results with a 6 sided die.
And with 2 coins, you have either 3 or 4 results (H-H, H-T/T-H, T-T).
You could also mutiply the outcomes if it is a unique set 6 x 2 x 2. If If they must be different, then use a factorial series on the coin flips.

Answer 2

I think it is false, because a die has 6 possibilities and a coin 2, that makes 8, BUT if you combine the 2, there is in fact 12 possibilities

Answer 3

True

6x4=24

Answer 4

False-HH,1-6
-TT,1-6
-HT,1-6= 18 possibilities,depending on if you consider a HT comb as 1 possibility or alternate coins being able to spin HT, say TH, then theres 24

Answer 5

A die has six numbers so each one could be combined with two heads, two tails , one head on coin a and one tail on coin b and one tail on coin a and one head on coin b. That gives 24.

Answer 6

False. There are 18. There are 24 if h t is not the same as t h.

1 h h
2 h h
3 h h
4 h h
5 h h
6 h h
1 t t
2 t t
3 t t
4 t t
5 t t
6 t t
1 h t
2 h t
3 h t
4 h t
5 h t
6 h t

Answer 7

its true
good luck on your hwk!

Answer 8

true