Find the Component of Two Vectors

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To find the component of the longer vector along the line of the shorter vector, the angle between the two vectors is crucial, with a given angle of 65 degrees. The discussion emphasizes the need for a clear diagram and the application of trigonometric principles to solve the problem. Participants note that the problem may require clarification on whether the 65 degrees is measured from the x-axis or simply between the vectors. There's a suggestion that one of the magnitudes may not be necessary for the solution. The conversation highlights the importance of showing work for effective assistance in solving the vector component problem.
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Homework Statement


Two vectors ahve magnitudes of 10 and 15. The angle between them when they are drawn with their tails at the same point is 65 degree. The component of the longer vector along the line of the shorter is:
A) 0
B)4.2
C)6.3
D)9.1
E)14


Homework Equations





The Attempt at a Solution

 
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Any attempt at the solution? Is the 65 degrees assumed to be from the x-axis or is it not 65 degrees from the x-axis and just on the plane?
 
you need to show work b4 help is given ... you have 2 posts currently w/ no work, i doubt anyone will help you to the extent that you'd like.

what eqn do you think will be useful in this prob.?
 
One easy attempt at a solution would be to draw a picture. In this case, it comes down to simple trig. Hint: one of the numbers isn't used in the solution.
 
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