A ski slope forms an angle of 35° relative to the horizontal as shown in the figure. When a ski jumper plummets onto the hill, a parcel of snow is thrown up into the air. The displacement vector of...


A ski slope forms an angle of 35° relative to the<br>horizontal as shown in the figure. When a ski jumper<br>plummets onto the hill, a parcel of snow is thrown up<br>into the air. The displacement vector of the snow has a<br>magnitude of 1.50 m and forms an angle of 16° relative<br>to the vertical as shown. a) Calculate the component of<br>the displacement vector parallel to the surface. b)<br>Calculate the component of the displacement vector<br>perpendicular to the surface.<br>Hint: Imagine that the coordinate axes are rotated so that the x axis is parallel to the<br>surface and the y axis is perpendicular to the surface. Now find the x and y components<br>of the displacement vector.<br>!16.0°<br>35.0°<br>

Extracted text: A ski slope forms an angle of 35° relative to the horizontal as shown in the figure. When a ski jumper plummets onto the hill, a parcel of snow is thrown up into the air. The displacement vector of the snow has a magnitude of 1.50 m and forms an angle of 16° relative to the vertical as shown. a) Calculate the component of the displacement vector parallel to the surface. b) Calculate the component of the displacement vector perpendicular to the surface. Hint: Imagine that the coordinate axes are rotated so that the x axis is parallel to the surface and the y axis is perpendicular to the surface. Now find the x and y components of the displacement vector. !16.0° 35.0°

Jun 09, 2022
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