A certain tribe is distinguished by the fact that 45% of the males have 6 toes on their right foot.Determine using suitable approximation that the probability that in a group of 200 males from the tribe, more than 97 have six toes on their right foot.
lol
there is no standard deviation given
that is the question...:S
this is a binomial problem , either you have 6 toes (success) or you do not
i think you use binomial but im not sure how to do it
you can approximate the binomial using a normal distribution
like?
one moment
http://en.allexperts.com/q/Advanced-Math-1363/2009/6/Standard-normal-variable.htm
you can also do this with calculators
makes sense?
so i still use the x- mean / standard deviation?
yes
i get the first part and i got the n and the probability but im not sure how to continue. could you please show me the working if you get it?
ok
which part did you get
actually my answer is very close but not quite. i did 97.7-90/ 7.03
sorry 97.5-90/7.03
mean = n*p std = sqrt( n*p*(1-p))
hm i think i got the answer actually. i didnt do it by calculator so it won't be accurate.
so if its more than 97 it should be 97.5?
we want greater than 97, so we use P( x>= 97.5)
so 97 to 97.5?
yes, because the binomial is a rectangle , but we want smooth
okay thank you so much for your help..:)
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