You are on planet Dither, whose inhabitants often change their minds on how to choose a reference axis. At time t= 0, while standing 3.0 m to the left of the origin of a reference axis for which the positive direction points to the left, you launch a toy car that moves with increasing speed to the right. The car's x
x coordinate (x component of the position) is given by x(t)=p+qt+rt
2
x(t)=p+qt+rt2, where p
p= +3.0m
m, q
qq= -2.0m/s
m/s, and r
rr= -2.0m/s
2
m/s2.
What is the equation of the car's x coordinate if the reference axis is flipped so that the positive direction points to the right?
Express your answer in terms of some or all of the variables p q t r
"x(t)=p+qt+rt^2,"
"x(t)=3-2t-2t^2,"
"x'(t)=-x(t)=-p-qt-rt^2,"
"x'(t)=2t^2+2t-3."
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