Solving Physics Exams: 1 Question, Need Help!

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The discussion revolves around solving a physics problem involving a box being pulled on a floor with friction. The user is struggling to find the normal force and friction force acting on the box, as well as calculating its acceleration. Key concepts include analyzing the vertical and horizontal components of the forces using trigonometry and applying Newton's second law. The user has already drawn the free-body diagram but needs guidance on how to calculate the forces involved. Understanding these principles will help in solving the problem effectively.
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My physics exams are on monday.
I'm going to a univecity and I've never seriously studied physics up to now. I'm making baby steps into learning some of the basics I've never learned.


I've got this one Review Problem I'm having problems solving.



Info : g=10ms^-2 Sin30=0.5 Cos30=0.866

A box of mass m = 50 kg is initially at rest at point A on a floor with coefficient of kinetic friction μk = 0.1 (see figure below). A person starts pulling the box for a distance Δx = 40 m (from point A to point B) with a force FP = 100 N which acts at a 30o angle as shown in the figure and the box moves horizontally.

a) Draw the free-body diagram of all forces acting on the box

Drawing the Free body diagram is easy, i don't need help on this one actually.



b) Find the normal force FN on the box

Need help :(



c) Find the friction force Ffr on the box

If i'd only knew how to find FNormal :(

d) Calculate the acceleration a of the box

a=FNormal / m ( m = mass )
Sin30= FpY/FP = 0.5 (FPY, Y is the Y axis )

Cos30=FPX/FP = 0.866 (FPX, X is the X axis )

Here on there's supposed to be a way to Convert the above results to Newton Force.
I don't know how to do that :S




Anyway i need help with these, could someone help me ? :S
 
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To find the normal force, analyze the vertical components of the forces acting on the box. What must they add to?

To find the acceleration, apply Newton's 2nd law in the horizontal direction. What's the net force on the box?
 
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