Difference between revisions of "F = MA 2020 (Mock) Problems"
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==Problem 5== | ==Problem 5== | ||
− | An massless object is thrown upwards in a projectile path, at an angle of <math>\theta</math> with a velocity <math>v</math>. What is the | + | An massless object is thrown upwards in a projectile path, at an angle of <math>\theta</math> with a velocity <math>v</math>. What is the equation of the trajectory of the object’s path? (Write as simplified as possible). |
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==Problem 6== | ==Problem 6== | ||
A block of mass <math>m</math> initially at rest, is dropped from height <math>h</math> above a spring of spring constant <math>k</math>. What is the maximum compression of the spring? | A block of mass <math>m</math> initially at rest, is dropped from height <math>h</math> above a spring of spring constant <math>k</math>. What is the maximum compression of the spring? |
Revision as of 15:34, 8 July 2020
Problem 1
Initially at rest, masses and hang on ends of a massless rope on a massless, smooth pulley and the mass hangs feet above the ground. Once the system is released, what is the speed of the block when it strikes the ground?
Problem 2
An equilateral triangle has a side length of . How high above the base of the triangle the center of mass of the triangle located?
Problem 3
A small object of mass is tied to a string of length and is whirled around a horizontal circle of radius with a constant speed , in a conical pendulum. The center of the circle is vertically below the point of support. What is the period of revolution?
Problem 4
blocks are connected by a massless string which slide down an inclined plane having an angle of inclination of . The masses of the blocks are and , and is above . Both blocks have a Coefficients of friction with the inclined plane. What is the tension in the string?
Problem 5
An massless object is thrown upwards in a projectile path, at an angle of with a velocity . What is the equation of the trajectory of the object’s path? (Write as simplified as possible).
Problem 6
A block of mass initially at rest, is dropped from height above a spring of spring constant . What is the maximum compression of the spring?