<s>[INST] This problem requires the use of a parametric equation, which is a set of equations governing the parameters of a shape, such as a circle or ellipse. Parametric equations are often used to describe the position (x,y) of an object at some time, given that you know how its position changes with time. The position of a humming bird is described by the following parametric equation:

x = 3t(4-t) + 5t
y = 3(4-t) - t^2 

In the above equations, x represents the distance to the right, and y represents the height. The parameter t represents the time elapsed since the bird began flying, measured in seconds. We can plug different values for t into the equations above to find where the bird is at different times. 
What is the bird's position at time t = 1?[/INST]