For question 4:
As you know, if they are to hit (and start at the same time), they must have the same V(x), right?
For the top object, we'll call that object 1 and the bottom object, we'll call that object 2, we calculate V(x)
V1(x)=20ms-1 (given)
V2(x)=40cos60=20ms-1
Therefore, you know they WILL collide at one point (this makes D wrong).
Now, calculate at what position y (measured from the ground) they will meet (x will be the same at all times).
For object 1:
S1(y)=100+(0)t+[1/2](-9.8)t^2
S1(y)=100-4.9t^2
S2(y)=40sin(60)t+[1/2](-9.8)t^2
S2(y)=40sin(60)t-4.9t^2
Since we're looking at equal values of y and these are both equations to show the location of either object at any instant...
S1(y)=S2(y)
100-4.9t^2=40sin(60)t-4.9t^2
100=40sin(60)t
t=100/40sin(60)
t=2.886...s
t=2.9s --> (A)