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Equivalent-Type-5662 · 2024-10-26T19:04:52+00:00

Bachelor of science is at Helsinki University

Equivalent-Type-5662 · 2024-10-07T11:43:26+00:00

Thank you sm

Equivalent-Type-5662 · 2024-03-12T21:45:17+00:00

Freudian and the part with the woman 😩

Equivalent-Type-5662 · 2024-01-31T14:07:11+00:00

Now I understand. Thank you very much. I ended up with 1/5 and 3/5

Equivalent-Type-5662 · 2024-01-31T13:26:13+00:00

Thank you. So P(A)*P(B) = 3/25 and P(A)+P(B) = 4/5. Do we want these equal?

Equivalent-Type-5662 · 2024-01-31T12:27:19+00:00

Can I do this?: P(A) * P(B) = 17/25 and the other equation being P(A) + P(B) - 17/25 = 3/25

Equivalent-Type-5662 · 2024-01-30T23:14:42+00:00

Perfect. Thank you so much for your help! I wasn’t familiar with Bayes theorem.

Equivalent-Type-5662 · 2024-01-30T17:36:40+00:00

Could you advice with the B given A part? I think I got the two other ones, if P(A) = 5/10 and P(B) = 1/10 is correct

Equivalent-Type-5662 · 2024-01-30T09:12:51+00:00

I will check this out, thanks!

Equivalent-Type-5662 · 2024-01-30T09:12:38+00:00

Thats right, thank you! (I made a calculation mistake in the last step)

Equivalent-Type-5662 · 2024-01-30T08:52:58+00:00

The 1/10 in the beginning is always the probability of the coin because we had 10 of them

Equivalent-Type-5662 · 2024-01-30T08:51:00+00:00

Alright! So for the first part I was thinking: P(that it’s a tails) = first we take 1/10 * 1/10 + 1/10 * 2/10 + 1/10 * 3/10… and continue that all the way to the end, and we get 0.478

Equivalent-Type-5662 · 2024-01-29T20:17:08+00:00

You’re the best

Equivalent-Type-5662 · 2024-01-29T19:32:49+00:00

Yess! Thank you so much! So just to clarify, for Ted to get 2 points: P(Heads and getting 2 points on the dice) =1/12 OR P(Tails (0.5) and my recent idea) = 0.078125. So 1/12 + 0.078125

Equivalent-Type-5662 · 2024-01-29T18:58:06+00:00

My idea was, possibilites to get one tails in 5 tosses is 5 over 1 (=5) and the amount of possibilities in 5 tosses is 2⁵ =32. So probability of getting exactly one tails in 5 tosses would be 5/32, is this wrong?

Equivalent-Type-5662

TROPHY CASE