Question

6 coins are tossed simultaneously whats the probability of getting at least 6 heads?

Answer 1

HHHHHH -> \(\huge \frac{1}{2^6} \)

Answer 2

at least?

Answer 3

there could be more :p

Answer 4

really?

Answer 5

more than 6 heads on six coins? hmmm

Answer 6

fool for math

Answer 7

can someone help me on my question please? it's really hard

Answer 8

i see no reason why not

Answer 9

You multiply the probability of each event when you have questions like these where the word 'and' or 'simultaneous' is used.

Answer 10

unless there is a typo, at least 6 heads means exactly 6 heads and foolformath has it

Answer 11

(1/2)^6

Answer 12

At least means 6..

Answer 13

hmm - double headed coins!

Answer 14

How can there be more than 6?

Answer 15

those are hydra coins

Answer 16

lol

Answer 17

\(\Large \color{MidnightBlue}{\Rightarrow ({1 \over 2})^{6} }\)

Answer 18

can someone help me with my normal distribution problem please?

Answer 19

Magical coins lol

Answer 20

it's really hard

Answer 21

shoot

Answer 22

probability of head on any one tossis \(\frac{1}{2}\)

probability of getting 6 in a row is \((\frac{1}{2})^6=\frac{1}{2^6}=\frac{1}{64}\)

Answer 23

satellite, can you help me out please?

Answer 24

i really need your help

Answer 25

whats the question?

Answer 26

Mr. Satellite is our expert. Don't underestimate him ;P

Answer 27

i'll bump it in a few secs

Answer 28

bumped

Answer 29

probability of getting atleast 6 heads

= (number of possible ways of getting number of heads greater than or equal to 6) /(total possibilities that can occur in the given process)

= (1)/(2x2x2x2x2x2)
= \[2^{-6}\]