If zeroes of x^2-5x+k are reciprocals of each other, then find k
let the zeroes are z and 1/z
so, z x 1/z = c/a
----- 1 = k
----- k = 1
If the two zeroes of the quadratic polynomial 7x2 - 15x - k are reciprocals of each other, the value of k is:
If one root of 5x2+13x+k=0 is reciprocal of the other, then k=