A cart is moving around a circular track with varying speed. The radius of the track is 2.6 m. At the instant shown above, the angle between the velocity (v3) and acceleration (a3) vectors is 120 degrees. The speed of the cart at this time is 3.6 m/s. 1) What is the magnitude of the normal component of the acceleration of the cart at the time shown in the diagram above? [Note: "Normal component" is the genearl term for the component of acceleration that is perpendicular to velocity. In the case of circular motion, we can use the words "centripetal" component and "radial" component in place of "normal" component, but "centripetal" and "radial" only apply to circular motion.] m/s Submit + 2) What is the magnitude of the total accelearation (acceleration vector a3) at the time shown in the diagram above? m/s Submit 3) What is the tangential component of the acceleration a3 at the time shown in the diagram? The sign, positive or negative, is important. Tangential acceleration is positive if it points in "roughly the same direction" as the velocity. m/s? Submit 4) If the tangential component of acceleration remains constant, what will be the

University Physics Volume 1
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Problem 91CP: between points in a plane do not change when a coordinate system is rotated In other words, the...
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A cart is moving around a circular track with varying speed. The radius of the track is
2.6 m. At the instant shown above, the angle between the velocity (v3) and
acceleration (a3) vectors is 120 degrees. The speed of the cart at this time is 3.6 m/s.
1) What is the magnitude of the normal component of the acceleration of the cart at
the time shown in the diagram above? [Note: "Normal component" is the genearl
term for the component of acceleration that is perpendicular to velocity. In the case
of circular motion, we can use the words "centripetal" component and "radial"
component in place of "normal" component, but "centripetal" and "radial" only apply to
circular motion.]
m/s2
Submit
2) What is the magnitude of the total accelearation (acceleration vector a3) at the
time shown in the diagram above?
m/s?
Submit
+
3) What is the tangential component of the acceleration az at the time shown in the
diagram? The sign, positive or negative, is important. Tangential acceleration is
positive if it points in "roughly the same direction" as the velocity.
m/s?
Submit
4) If the tangential component of acceleration remains constant, what will be the
speed of the cart 0.43 seconds after the time shown in the diagram above?
m/s Submit
Transcribed Image Text:A cart is moving around a circular track with varying speed. The radius of the track is 2.6 m. At the instant shown above, the angle between the velocity (v3) and acceleration (a3) vectors is 120 degrees. The speed of the cart at this time is 3.6 m/s. 1) What is the magnitude of the normal component of the acceleration of the cart at the time shown in the diagram above? [Note: "Normal component" is the genearl term for the component of acceleration that is perpendicular to velocity. In the case of circular motion, we can use the words "centripetal" component and "radial" component in place of "normal" component, but "centripetal" and "radial" only apply to circular motion.] m/s2 Submit 2) What is the magnitude of the total accelearation (acceleration vector a3) at the time shown in the diagram above? m/s? Submit + 3) What is the tangential component of the acceleration az at the time shown in the diagram? The sign, positive or negative, is important. Tangential acceleration is positive if it points in "roughly the same direction" as the velocity. m/s? Submit 4) If the tangential component of acceleration remains constant, what will be the speed of the cart 0.43 seconds after the time shown in the diagram above? m/s Submit
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