Answer:
x is approximately 7.97 or 8.0
y is approximately 6.9
Explanation:
We have a triangle:
side a = y
side b = 4
side c = x
We can use the trigonometric function tangent which relates opposite and adjacent sides of the triangle in respect with a certain angle.
In this case we'll be using angle of 60º
y is opposite to 60º and 4 is adjacent

Solve for opposite;

This is the value of y.
To find x, we can use the pythagorean theorem.

7.97 ≅ 8.0