यादृच्छिक चर X का प्रायिकता वितरण निम्नलिखित हैं-
`|{:(x_(i):,0,1,2),(P_(i):,3c^(3),4c-10c^(2),5c-1):}|`
जहाँ `c gt 0`
ज्ञात कीजिए-
`P(X lt 2)`,

The range of a random variable X is {0,1,2} . Given that P(X=0)=3c^(3), P(X=1)=4c-10c^(2),P(X=2)=5c-1 i) Find the value of c ii) P(X lt1),P(1 ltXle2)" and "P(0ltXle3)

The range of a random variable X is {0, 1, 2}. Given that P(X=0)=3c^(3),P(X=1)=4c-10c^(2),P(X=2)=5c-1 where c is constant. Find (i) the value of c (ii) P(X lt 1) (iii) P(1lt X le2) (iv) P(0lt X le3)

The range of a random variable X is {0, 1, 2}. Given that P(X=0)=3c^(3),P(X=1)=4c-10c^(2),P(X=2)=5c-1 where c is constant. Find (i) the value of c (ii) P(X lt 1) (iii) P(1lt X le2) (iv) P(0lt X le3)

The probability distribution function of a random variable X is given by x_i :012 p_i :3c^34c-10 c^25c-1 Where c >0 Find : (i) c (ii) P(X<2) (ii) P(1

The range of a random variable x is (0,1,2) .Given that p(x=2)=3c^(3), p(x=1)=4c-10c^(2), p(x=2)=5c-1 where c is constant .Find i) the value of C (ii) p(xlt1) iii) p(1lexlt2) iv) p(0ltxle3)

The probability distribution function of a random variable X is given by x_i :012 p_i :3c^34c-10 c^25c-1 Where c >0 . Find : (i) c (ii) P(X<2) (iii) P(1 <_X<=2) .

A.p.d.f of a discrete random variable is zero except at the points x = 0, 1, 2. At these points it has the value P(0)=3c^(3),P(1)=4c-10c^(2),P(2)=5c-1 for some c gt 0 . Find the value of c.

A random variable X has the following distribution {:(x,1,2,3,4),(P(X=x),c,2c,3c,4c):} The value of c is

A random variable X ahs the following distribution {:(x,1,2,3,4),(P(X=x),c,2c,3c,4c):} The value of c is