A) (6, 1) |
B) (8, 2) |
C) (2, 8) |
D) (4, 2) |
C) (2, 8) |
Since, tangent is parallel to \( \Large y = 2x-\frac{1}{2} \)
Therefore, Equation of tangent is \( \Large y = 2x+h \)
The point of tangency will be the point of intersection of tangent and curve but in the given equation of options only option (a) satisfied the equation of curve then \( \Large \left(2,\ 8\right) \) will be the point oftangency.