For what values of the nonnegative constant c is the minimum distance from the point(0,c) to the parabola y = x2 equal to c?
A) 0 $\le$c $\le$
B) 0 $\le$c $\le$1
C) only c = 0
D) 0 $\le$ c

Question

For what values of the nonnegative constant c is the minimum distance from the point(0,c) to the parabola y = x2 equal to c?
A) 0 $\le$c $\le$ 
B) 0 $\le$c $\le$1 
C) only c = 0 
D) 0 $\le$ c < $\infty$ 
E) only c =

Quizplus · Accepted Answer

The Answer of For what values of the nonnegative constant c is the minimum distance from the point(0,c) to the parabola y = x2 equal to c?
A) 0 $\le$c $\le$ 
B) 0 $\le$c $\le$1 
C) only c = 0 
D) 0 $\le$ c < $\infty$ 
E) only c =

For What Values of the Nonnegative Constant C Is the Minimum