Part b
Given the initial parametric equations \( x(t) = 3t – 2 \) and \( y(t) = t^2 – 4t + 5 \), modify the expression for \( x(t) \) so that the object’s speed remains constant at \(3\) units for \( t \geq 2 \). Assume that \(x(t)\) is continuous at \(t=2\).