Complete the following assignment using C:
And this is the function that is being referred to in the assignment:
double randDouble() { return (double)rand()/((double)RAND_MAX+1); } 
Random Walk Flavia the fly has landed in the center of a spider web at X=0, Y=0. Luckily, the spider is sleeping. Flavia has only a few moves before the spider wakes up. The web is a circle ten centimeters in radius and Flavia can escape if she makes it to the edge of the web Each move is a random distance in the range of zero to five centimeters, in a random direction from zero to 360 degrees Write a program that determines if Flavia escapes. Ask the user for the number of moves Flavia can make before the spider wakes. Then loop until Flavia reaches the edge of the web or reaches the move limit. Here is one run C: \Csource\ Randomwalk> . exe Number of times the bug can move --10 Bug starts at (0.000, 0.00) Bug moves to (-2.61, -0.88), distance2.75 Bug moves to (-2.42, -1.55), distance2.87 Bug moves to (-2.22, 0.85), distance2.38 Bug moves to 1.22, 1.65), distance2.05 Bug moves to 3 Bug moves to 4.27,5.16), distance-6.70 Bug moves to 5.86, 1.24), distance-5.99 Bug moves to ( 5.67, 1.60), distance = 5.89 Bug moves to 5.50, 3.00), distance-6.27 Bug moves to 7.47, 1.96), distance7.72 YUM YUM. Spider eats the bug 3.40, 3.06),distance - Here is another: C: \Csource\ Randomwalk? . exe Number of times the bug can move -->15 Bug starts at (0.000, 0.00) Bug moves to (-2.26, -1.67), distance2.81 Bug moves to (-0.38, -1.91), distance1.95 Bug moves to 2.85, 1.88), distance3.41 Bug moves to 1.17,-1.33), distance1.77 Bug moves to (-1.08, 2.98),distance-3.17 Bug moves to (-3.67, 6.85), distance7.77 Bug moves to (-4.50, 7.57), distance = 8.81 Bug moves to (-5.41, 4.49), distance7.03 Bug moves to (-5.09,8.93), distance10.28 Oh No! The bug escapes Random Walk Flavia the fly has landed in the center of a spider web at X=0, Y=0. Luckily, the spider is sleeping. Flavia has only a few moves before the spider wakes up. The web is a circle ten centimeters in radius and Flavia can escape if she makes it to the edge of the web Each move is a random distance in the range of zero to five centimeters, in a random direction from zero to 360 degrees Write a program that determines if Flavia escapes. Ask the user for the number of moves Flavia can make before the spider wakes. Then loop until Flavia reaches the edge of the web or reaches the move limit. Here is one run C: \Csource\ Randomwalk> . exe Number of times the bug can move --10 Bug starts at (0.000, 0.00) Bug moves to (-2.61, -0.88), distance2.75 Bug moves to (-2.42, -1.55), distance2.87 Bug moves to (-2.22, 0.85), distance2.38 Bug moves to 1.22, 1.65), distance2.05 Bug moves to 3 Bug moves to 4.27,5.16), distance-6.70 Bug moves to 5.86, 1.24), distance-5.99 Bug moves to ( 5.67, 1.60), distance = 5.89 Bug moves to 5.50, 3.00), distance-6.27 Bug moves to 7.47, 1.96), distance7.72 YUM YUM. Spider eats the bug 3.40, 3.06),distance - Here is another: C: \Csource\ Randomwalk? . exe Number of times the bug can move -->15 Bug starts at (0.000, 0.00) Bug moves to (-2.26, -1.67), distance2.81 Bug moves to (-0.38, -1.91), distance1.95 Bug moves to 2.85, 1.88), distance3.41 Bug moves to 1.17,-1.33), distance1.77 Bug moves to (-1.08, 2.98),distance-3.17 Bug moves to (-3.67, 6.85), distance7.77 Bug moves to (-4.50, 7.57), distance = 8.81 Bug moves to (-5.41, 4.49), distance7.03 Bug moves to (-5.09,8.93), distance10.28 Oh No! The bug escapes
