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NAME: DATE: AP CALCULUS BC THE WORLD OF VECTORS, VELOCITIES AND ACCELERATIONS figure 1 THE CONCEPT OF “DIRECTIONALLY Our discussion will be about vectors. A vector looks like an arrow without fletching.
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How to fill out parametrics with velocity and:
01
Start by understanding the concept of parametric equations, which represent the position of an object in terms of time.
02
Identify the components required for parametrics with velocity, which are usually the x and y coordinates and the velocity at which the object is moving.
03
Determine the initial conditions of the object, such as its initial position and velocity.
04
Use the equations for position and velocity to fill out the parametric equations. The position equations typically involve the initial position, the velocity, and the time. The velocity equations involve the initial velocity and any accelerations or decelerations.
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Check for any additional information or constraints that need to be incorporated into the parametric equations, such as boundaries or specific time intervals.
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Solve any equations or systems of equations involved to find the specific values needed to fill out the parametrics with velocity.
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Information such as the object's speed, direction, and any relevant timestamps must be reported on parametrics with velocity and.
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