If the zeroes of the polynomial x2-5x+k are the reciprocal of each other, then find the value of x

If the zeroes of the polynomial x2-5x+k are the reciprocal of each oth

1.	If the zeroes of the polynomial x2-5x+k are the reciprocal of each other, then find the value of x
Answer» Answer:The value of k is 1.\xa0Step-by-step explanation:\xa0Let the zeros of the polynomial be α and 1\\α\xa0We have= \xa0To know :\xa0Polynomial is an expression which consists of variables and coefficients in an expression\xa0For example\xa07x+1, 3x+1/6\xa0A polynomial involves only the operations must be addition, subtraction and multiplication\xa0Polynomials occurs in many aspects of mathematics and science concepts.\xa0Here In mathematics it is used a polynomial equations.\xa0Product of zeros=c/a\xa0 [c=k a=1]\xa0α x 1\\α =k/1 [ roots of the polynomial is given by alpha and beta]\xa0k=1