Another pulley problem (answer check)

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Lori

Homework Statement


upload_2017-11-8_14-29-34.png


Homework Equations


Shown above

The Attempt at a Solution



Shown above.

Since the normal force is just the force opposite to the surface (gravity force) , it's just mgcos(theta).
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haruspex said:
The option you selected has mass (m) on the left but forces (mg) on the right.
isnt the answer just the left horizontal forces? so friction + horizontal component force from gravity
 
Lori said:
isnt the answer just the left horizontal forces? so friction + horizontal component force from gravity
Please try to understand what I wrote. The option you selected makes no sense dimensionally. It does not mean anything to say that a mass is more or less than a force.
 
haruspex said:
Please try to understand what I wrote. The option you selected makes no sense dimensionally. It does not mean anything to say that a mass is more or less than a force.
Ohhh. I just need to remove the g by dividing to get it in mass . So option a