Solving Block on Incline Homework Problem

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The discussion revolves around solving a physics problem involving a block sliding down an inclined plane. The block has a mass of 725 grams and accelerates at 1.5 m/s² on a 30° incline. Participants are trying to determine the total force exerted on the block by the plane and the force exerted on the plane by the block, including their magnitudes and directions. There is confusion regarding the use of free body diagrams and the correct equations to apply, particularly the conversion of mass from grams to kilograms. The conversation emphasizes the need to sum forces in two dimensions to solve the problem accurately.
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Homework Statement



A 725 gm block slides down an inclined plane that makes an angle of 30° with the horizontal. It accelerates at 1.5 m/s2.

a) Find the magnitude and direction of the total force exerted on the block by the plane. For the direction, give the angle as measured counterclockwise from the vertical (in degrees).

b)What are the magnitude and direction of the force exerted on the plane by the block? For the direction, give the angle as measured counterclockwise from the vertical (in degrees).


I figured out the force of Friction was 2465

Homework Equations


fnet = ma
Not really sure on what other equations to use

The Attempt at a Solution



For a) I tried drawing a fbd and making a a triangle to find the hypotenuse to get the magnitude of the normal force, but I'm not getting it right. I also did sqrt(NormalForce^2 + Friction^2). For b), I'm not sure where to start.

Could you please walk me through this because I'm a bit confused now. Thanks~
Can someone please walk me through this because I'm a bit confused.
 
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I figured out the force of friction was 2465
Probably on the right track, but did you remember to convert the grams to kg?
I don't think you need this force because it is part of the plane on box force you are trying to find.

This is an unusual question! Back to basics, I think.
Sum of the forces on the box = ma.
Gravity force + force of plane on box = ma

It is 2D so you need to work with two perpendicular directions. You could do it with horizontal and vertical directions or go with along the plane and into the plane.
 
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