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Hi gAr,
For the answer in the first post..i just figured that to reach 50% probability, there is a more than 50% probability..like
1/8 is probability to hit, so 7/8 is probability to miss and also to increase chance to 2/8
so 7/8 * 6/8 * 5/8 would be probability to get 4/8.
I solved the following few equations for consecutive hits
1. two consecutive shots 1st and 2nd ->
probability at Super Shot: 7/8 ----- (1)
to reach super shot probability
7/8 * 6/8 * 5/8 * 4/8 * 3/8 * 2/8 ----- (2)
Hence total probability = (1) * (2) = 0.0168
I would be grateful if any loopholes be pointed out..i think there are some..
Thanks in advance!
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edit:oh! i forgot the mod sign or was it the absolute sign...sorry
Anyways...
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Also,
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Hi gAr,
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Hi all,
I just thought up this problem involving probability..
"A drunken man with a gun in his hand has to shoot a thief. He has 7 shots with him; the thief dies if he gets hit with 2 shots. Presently the probability of the drunk scoring a hit is 1/8, but with every shot he gets more sober and the probability increases by 1/8.
Also at 7/8 probability, he has a Super Shot in which the thief will die in a single shot.
What is most likely to happen? - Death with 2 hits, A Super Shot or the thief survives???"
this is my guess..
what do you all think?:cool:
Hello,
hi bob bundy, anonimnystefy
Both your ans are correct.
An egg-seller was on his way to a village. On his way, a fool collided with him and all his eggs broke. They both went to the village head-man. When the head-man asked how many eggs he had, the egg-seller told him,
"When counted in twos, 1 remains,
When counted in threes, 2 remain,
When counted in fours, 3 remain,
When counted in fives, 4 remain,
When counted in sixes, 5 remain,
When counted in sevens, none remain...
I had less than 150 eggs."
How many eggs did he have?
Thanks all! Posting the problem in a new topic..
By the way....has anyone heard of the riddle in which an egg-seller's eggs break and he tells how many eggs he had as follows...
"If counted in 2s, 1 remain
If counted in 3s, 2 remain..."
or would anyone like me to put the problem?
HI,
I am 19 male, studying for a medical degree in New Delhi, India.
I always had fun with mathematics problems, so i decided to join this forum.
Hope to have a good time in vacations..:D