The position of a peculiar fish as a function of time is given by the following equation. Time is in seconds, position is in meters, and the positive direction is to the right. x(t) = 213 + 12t2 - 72t %3D What are the fish's position, velocity and acceleration functions? One of these is given, the other two need to be determined. Enter the numerical value of the coefficient of each term in the boxes. Omit the unts. t3+ t2+ t+ Vx = t2+ t+ ax = t+

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Chapter1: Units, Trigonometry. And Vectors
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The position of a peculiar fish as a function of time
is given by the following equation. Time is in
seconds, position is in meters, and the positive
direction is to the right.
x(t) = 213 + 12t2 - 72t
%3D
What are the fish's position, velocity and
acceleration functions? One of these is given, the
other two need to be determined. Enter the
numerical value of the coefficient of each term in
the boxes. Omit the unts.
13+
t2+
t+
Vx=
t2+
t+
ax=
t+
Check
Transcribed Image Text:The position of a peculiar fish as a function of time is given by the following equation. Time is in seconds, position is in meters, and the positive direction is to the right. x(t) = 213 + 12t2 - 72t %3D What are the fish's position, velocity and acceleration functions? One of these is given, the other two need to be determined. Enter the numerical value of the coefficient of each term in the boxes. Omit the unts. 13+ t2+ t+ Vx= t2+ t+ ax= t+ Check
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