The document contains 4 problems involving the analysis of x(t) and v(t) graphs of moving bodies: 1) The first problem asks to calculate the path, velocity at a time, time interval of negative velocity, and acceleration from an x(t) graph. 2) The second deals with changes in sign of velocity and calculating displacement from a v(t) graph. 3) Problems 3 and 4 refer to graphs of displacement x(t) and velocity v(t), asking to determine times when distance is zero and the measurement rate, and find the path length and scale of the v(t) graph.

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Z.Here is x(t) graph. Calculate:
a) Path.
b) Velocity at t: 3,0 s.
c) Time interval when the velocity was negative.
d) Acceleration (from t:0 to 1 s).
3. Here is v(t) graph of a linear moving body.
a) How marry changes is there in the sign of
velocity?
b) Calculate the displacement in the first second?
During which seiond the displacement was 1,0 m ( first, second, third , ..')
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d) Velogity at-the timet; 2.A s?
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2. 4. There are two graphs of a moving body: x(t) and v(t).
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a) Find out the time(s) when the distance between tG ottin ;na iG ildt #s-},,ii i.
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b) How many measurements did the measuring system carry out per second?
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c) What is the path length during first two seconds?
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d) Find out the scale of v(t) graph. Examining x(t) graph will be helpful to fulfill this task.
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