" D) "vec sin P_(R+1)=(11(K-1))/(2)kappa'+3P_(k)" ,then the values of "K" are "

If ^(k+5)P_(k+1)=(11(k-1))/(2)*k+3P_(k)P_(k) then the values of k are 7 and 11 b.6 and 7c.2 and 11 d.2 and 6

If \ ^(k+5)P_(k+1)=(11(k-1))/2dot\ ^(k+3)P_(k\ )P_k then the values of k are 7\ a n d\ 11 b. 6\ a n d\ 7 c. 2\ a n d\ 11 d. 2\ a n d\ 6

If |k vec a| = 1 then the value of k = ___.

If P(A cap B)=(1)/(2) and P(A^(c ) cap B^(c ))=(1)/(3), P(A)=p and P(B)=2p , then the value of p is ( K)/(18) . Find the value of K.

If bar(P_(1)P_(2)) is perpendicular to bar(P_(2)P_(3)) ,then the value of k is where P_(1)(k,1,-1),P_(2)(2k,0,2) &, P_(3)(2+2k,k,1)

If k,k+1,k+3 are in G.P then find the value of k

If bar(P_(1)P_(2)) is perpendicular to bar(P_(2)P_(3)) , then the value of k is where P_(1)(k,1,-1),P_(2)(2k,0,2)&P_(3)(2+2k,k,1)

The p.m.f. of a r.v. X is as follows : P(X=0)=3k^(3),P(X=1)=4k-10k^(2),P(X=2)=5k-1 , P(X=x)=0" for any other values of x, then "P(Xlt1) =

The p.m.f. of a r.v. X is as follows : P(X=0)=3k^(3),P(X=1)=4k-10k^(2),P(X=2)=5k-1 , P(X=x)=0" for any other values of x, then "P(0ltXlt3) =

If vec(P) = (k,2,3) and vec(Q) = (0,3,k) and vec(P) bot vec(Q) , then find the value of k .