Did i do this vector problem right?

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The discussion revolves around a vector problem involving a ski jumper and the projection of snow on a slope. The user calculated the components of the snow's maximum position, finding 4.69 m for the perpendicular component and 1.71 m for the parallel component using cosine and sine functions. There is uncertainty about whether the problem requires a simple vector analysis or a more complex calculation of the snow's trajectory relative to the slope. Clarification is sought on whether the calculations should consider the slope's angle or the horizontal plane. Ultimately, the consensus leans towards interpreting the problem as relative to the slope's surface.
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Homework Statement



a snow-covered ski slope makes an angle of 35 degrees with the horizontal. when a ski jumper plummets onto the hill, a parcel of splashed snow projects to a maximum position of 5 m at 20 degrees from the vertical in the uphill direction. find the components of its maximum position a.) parallel to the surface and b.) perpendicular to the surface.

Homework Equations



pythagorean theorem



The Attempt at a Solution



so what i did is i did cos20(5) and got 4.69 for the perpendicular line and sin20(5) and got 1.71 for the parallel line. did i do this right?
 
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BeckyStar678 said:

Homework Statement



a snow-covered ski slope makes an angle of 35 degrees with the horizontal. when a ski jumper plummets onto the hill, a parcel of splashed snow projects to a maximum position of 5 m at 20 degrees from the vertical in the uphill direction. find the components of its maximum position a.) parallel to the surface and b.) perpendicular to the surface.

Homework Equations



pythagorean theorem

The Attempt at a Solution



so what i did is i did cos20(5) and got 4.69 for the perpendicular line and sin20(5) and got 1.71 for the parallel line. did i do this right?

Let me ask if this is supposed to be a simple vector problem or are they expecting that you are supposed to calculate the path of the snow clump through the air and calculate the maximum position along its flight relative to the surface of the slope or to the horizontal that the slope is realtive to?
 
LowlyPion said:
Let me ask if this is supposed to be a simple vector problem or are they expecting that you are supposed to calculate the path of the snow clump through the air and calculate the maximum position along its flight relative to the surface of the slope or to the horizontal that the slope is realtive to?

i think it is relative to the surface of the slope
 
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