Find the distance from (-3,5, 4) to the line $x = 4t + 1$, $y = -3t + 2$, $z = 3$.
Find the distance from (-3, 4, 3) to the plane $4x - 3y = 1$.
Find the distance from (1,0,3) to the line $x = 3t+1$, $y = -4t$, $z = 5$.
Find the distance from (6,9, -12) to the plane $x+2y+2z = 60$.
Identify the name of the type of surface that has equation $z = 4x^2 + y^2$.
Find a Cartesian equation for the plane through (-1, 2, 1), (1,1,2), and (0,2, 3).