IF `8^2+15^2=k^2` then k=…………..

8^2 + K^2 - 17^2 then K= __

If A=[[3,-2],[1,2]] and A^2+k A+8 I=0 , then k=

If A=[[1,0],[-1,7]] and A^2-8 A+k I=0 , then k=

If x^(2)+y^(2)=k^(2) , and xy=8-4k , what is (x+y)^(2) in terms of k ?

A discrete random variable X has the probability distribution given below: X :\ 0. 5 \ \ 1\ \ 1.5 \ \ 2 P(X):\ \ k \ \ k^2 \ \ 2k^2 \ \ k then, Find the value of k .

The length of the chord of contact of (2,5) with respect to y^(2)=8x is (k sqrt(41))/(2) then k=

If y=2 x+k is a tangent to y^(2)=8 x, then k=

One of the factors of (8^(2k)+5^(2k)) , where k is an odd number, is : (8^(2k)+5^(2k)) , का एक गुणक ज्ञात करें, जहाँ k एक विषम संख्या है |

{(2^(403))/(15)}=(k)/(15) then find k. (a) 2 (b) 8 (c) 1 (d) 4

{(2^(403))/(15)}=(k)/(15) then find k . (a) 2 (b) 8 (c) 1 (d) 4