Math, asked by jaskarnchandhok, 2 months ago

( A fair coin is tossed 10 times, find the
probability of obtaining (i) exactly six heads
(ii) at least six heads (iii) at most six heads.



Answers

Answered by zaid292474
1

Answer:

Answer

a) Probability of exactly six heads=10

C

6

(0.5)

10

b)Probability of at least 6 heads=

P(6 heads)+P(7 heads)+P(8 heads)+P(9 heads)+P(10 heads)

=10

C

6

(0.5)

10

+10

C

7

(0.5)

10

+10

C

8

(0.5)

10

+10

C

9

(0.5)

10

+10

C

10

(0.5)

10

=386/1024

c))Probability of at most 6 heads=

1-P(7 heads)+P(8 heads)+P(9 heads)+P(10 heads)

=1−10

C

7

(0.5)

10

+10

C

8

(0.5)

10

+10

C

9

(0.5)

10

+10

C

10

(0.5)

10

=848/1024

Step-by-step explanation:

Hope it's helpful to you

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