Question

Right answer will be marked as brainiest

Answer 1

It's simple baby

polynomial=kt^2+2t+3t=kt^2+5t

Some of the roots=-(coeeficient of t)/(coffecient of t^2)

product=constant terms/coeeficient of t^2

now,

-5/k =0/k

-5/k =0

this case is not possible because a no. can never give 0 as quotient by dividing another no.

hence ,,no value of k will satisfy this condition

However u can say k=infinite(approx)