If the parabola `y=a x^2-6x+b` passes through `(0,2)` and has its tangent at `x=3/2` parallel to the x-axis, then `a=2,b=-2` (b) `a=2,b=2` `a=-2,b=2` (d) `a=-2,b=-2`

If the parabola y=a x^2-6x+b passes through (0,2) and has its tangent at x=3/2 parallel to the x-axis, then (a) a=2,b=-2 (b) a=2,b=2 a=-2,b=2 (d) a=-2,b=-2

If the parabola y=a x^2-6x+b passes through (0,2) and has its tangent at x=3/2 parallel to the x-axis, then (a) a=2,b=-2 (b) a=2,b=2 (c) a=-2,b=2 (d) a=-2,b=-2

If the parabola y=ax^(2)-6x+b passes through (0,2) and has its tangent at x=(3)/(2) parallel to the x-axis,then a=2,b=-2 (b) a=2,b=2a=-2,b=2(d)a=-2,b=-2

If the curve y=a x^2 -6x +b passes through (0,2) and its tangent at x =3/2 is parallel to x-axis, then the values of a and b are…… A) a =b= 2 B) a =b=-2 C) a=2, b=-2 D) a=-2,b=2

If the curve y=a x^2-6x+b pass through (0,2) and has its tangent parallel to the x-axis at x=3/2, then find the values of aa n dbdot

If the curve y=a x^2-6x+b pass through (0,2) and has its tangent parallel to the x-axis at x=3/2, then find the values of a and bdot

If the curve y=a x^2-6x+b pass through (0,2) and has its tangent parallel to the x-axis at x=3/2, then find the values of a and bdot

If the curve y=a x^2-6x+b pass through (0,2) and has its tangent parallel to the x-axis at x=3/2, then find the values of aa n dbdot

If the curve y=ax^(2)-6x+b pass through (0,2) and has its tangent parallel to the x-axis at x=(3)/(2), then find the values of a and b

If the curve y = ax^(2) - 6x + b passes through (0, 2) and has its tangent parallel to the x-axis at x = (3)/(2) , then find the values of a and b.