Resolving a 20N force in direction N 60° E

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slingboi
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A force P is 20N in a direction N 60(degrees) E. What is the resolved part of the force
(a) north
(b) east
(c) N 30(degrees) E

I have an idea of what to do for a and b but can you please show me your working aswell, thanks
 
Sorry, you need to show your work first. ehild
 
north = 20Cos(60) = 10
east = 20Sin(60) = 17.3
What could (c) be, does N 30(degrees) E become the hypotenuse?
 
slingboi said:
north = 20Cos(60) = 10
east = 20Sin(60) = 17.3
What could (c) be, does N 30(degrees) E become the hypotenuse?

See attached figure. You need the projection of the force on the direction N 30° E. What is the angle between the force and the given direction?

ehild
 
Attachments
  • Vector diagram with compass axes N and E. A red arrow points along N60°E and a blue line along N30°E, with a right-angle mark where a perpendicular from the arrow tip meets the N30°E line, forming a shaded right triangle.
    resolving.JPG
    6.2 KB · Views: 986
30 degrees, oh I see now so would the force N 30(degrees) E be 20cos(30)?