If the roots of `2x^(2)-6x+k=0` are real and equal, find k.

The roots of x^(2)+kx+k=0 are real and equal, find k.

The roots of x^(2)+kx+k=0 are real and equal, find k.

Complete the following activity to find the value of k, if the roots of 2x^(2) - 6x+ k = 0 are real and equal. Here, a=2,b= -6 ,c = k . The roots are real and equal. :. b^(2) - 4ac = square b^(2)- 4ac = square - 4(2) ( k ) = 0 :. square - 8 k = 0 :. 8 k = 36 :. k = square

The roots of x^2+kx+k=0 are real and equal. Find K. a)0 b)4 c)0 or 4 d)2

Find the value of 'k' for which the roots of the equation (5k-6)x^(2) + 2kx+1=0 are real and equal .

If the equation 2x^(3) -6x + k=0 has three real and distinct roots, then find the value (s) of k.

If the equation 2x^(3) -6x + k=0 has three real and distinct roots, then find the value (s) of k.

For what value of k the equation 2x^2-2kx+k=0 will have real and equal roots.

Find the value (p) of k for which the equation x^(2) +5kx +16=0 has real and equal roots.