The median of `x, x/sqrt2, x/3, x/5` is `10` find `x` where x is more than zero

If the median of (x)/(5), x,(x)/(4),(x)/(2) and (x)/(3) (where x gt 0 ) is 8, then the value of (x)/(2) would be

If the median of x/5,x/4,x/2,x and x/3, "where"xgt0, is 8, find the value of x HINT Arranging the observation in ascending we have x/5,x/4,x/3,x/2,x "Median"=x/3=8

13) If the median of x/2,x/4,x,x/4,x/3 (x!=0) is 4.5 then find x

If the median of scores (x)/(2),(x)/(3),(x)/(4),(x)/(5) and (x)/(6)(wherex>0) is 6, then find the value of (x)/(6)

If the median of (x)/(2),(x)/(3),(x)/(4),(x)/(5),(x)/(6) ("where " x gt 0) is 6 then x =

If x = 3 + 2 sqrt2 , find x + 1/x .

If sqrt(2) is a zero of p(x)=6x^(3)+sqrt(2)x^(2)-10x-4sqrt(2), find the remaining zeros