There are 70 teachers in a school. Of the 38 male teachers, 8 teach Maths It is known that 2/7 of all teachers teach Maths. Find the probability that a teacher selected at random is. (a) a male teacher or a teacher who teaches Maths. (b) a female teacher or a teacher who teaches Maths. (c) a female teacher or a teacher who does not teach Maths. @ganeshie8
2/7 of 70 gives 20 that means ...20 maths teachers ..
yup
8 are male maths teacher and 12 are female maths teacher
oh yes.
then for part a ..what will u do ? p(E)=favourable /total outcomes
8/38 + 20/70 ???
no ...first is a male teacher ...38/70 and then a teacher who teaches maths will be 2/7 ...sum of these two probabilitites by 2
by 2 because at random also we should get either a male teacher or a teacher who teaches maths
addition isn't it?
\[\frac{ 38/70+2/7 }{ 2 }\]
for part b\[\frac{ 32/70+2/7 }{ 2}\]
for part c\[\frac{ 32/70+4/7 }{ 2 }\]
wait, i don't think part a is correct. the answer is 5/7
ohhhh ....yes sorry i went somewhere .wrong in understanding ...!
this is addition law of probability, isn't it?
@ganeshie8
does the question : "a male teacher or a teacher who teaches Maths" means "a male teacher who is not exactly teaches Maths or a teacher who teaches Maths" ?
apply and see if the answer comes 5/7 ..? den interpretation may be right .
interpretation ?
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