A)
x. 83 units , y: 16 units
Step-by-step explanation
to find the componens x and y of any vector, we need to handle as a grith triangle
let
where
opposite side: y-component
adjancent side : x-component
hypotenuse: magnitude
so, we have
Step 1
a) y-component

Step 2
b) x-component

therefore the answer is
x. 83 units , y: 16 units
I hope this helps you