A particle is launched from the origin on the ground with an initial velocity i = (2.40 m/s) £ + (2.00 m/s) §. The particle falls freely under earth's gravitational field. a. Find the angle at which the particle is launched at origin. (ang made to positive x axis). b. What its velocity at the highest position of the track. Write the velocity in unit vector form. c. What is the acceleration of the particle just after 0.1 sec its lunched?

College Physics
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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A particle is launched from the origin on the ground with an initial
velocity
? = (2.40 m/s) ? + (2.00 m/s) ?. The particle falls freely under earth’s
gravitational field.

A particle is launched from the origin on the ground with an initial velocity \(\vec{v} = (2.40 \, \text{m/s}) \, \hat{i} + (2.00 \, \text{m/s}) \, \hat{j}\). The particle falls freely under earth’s gravitational field.

a. Find the angle at which the particle is launched at the origin (angle made to the positive \(x\) axis).

b. What is its velocity at the highest position of the track? Write the velocity in unit vector form.

c. What is the acceleration of the particle just after 0.1 seconds it’s launched?
Transcribed Image Text:A particle is launched from the origin on the ground with an initial velocity \(\vec{v} = (2.40 \, \text{m/s}) \, \hat{i} + (2.00 \, \text{m/s}) \, \hat{j}\). The particle falls freely under earth’s gravitational field. a. Find the angle at which the particle is launched at the origin (angle made to the positive \(x\) axis). b. What is its velocity at the highest position of the track? Write the velocity in unit vector form. c. What is the acceleration of the particle just after 0.1 seconds it’s launched?
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