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OpenStudy (lifeisadangerousgame):
OpenStudy (kropot72):
You need to draw a tangent to the curve at the point (4, 9). Then estimate the slope of the tangent and consider its sign.
OpenStudy (lifeisadangerousgame):
I know, but I don't really know how yet
OpenStudy (lifeisadangerousgame):
I don't know why I don't, since when we do it in class I'm fine, but I'm drawing a blank
OpenStudy (anonymous):
ill try :3
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OpenStudy (anonymous):
vcongruent(dr)/(dt),
where r is the radius vector and d/dt is the derivative with respect to time. Expressed in terms of the arc length,
v = (ds)/(dt)T^^,
where T^^ is the unit tangent vector, so the speed (which is the magnitude of the velocity) is
vcongruent|v| = (ds)/(dt) = |r'(t)|.
OpenStudy (anonymous):
1.3 × pi seconds ( 3.142 s )
OpenStudy (anonymous):
4 ( seconds )
OpenStudy (anonymous):
its D O.e
OpenStudy (anonymous):
4= m/s
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OpenStudy (anonymous):
you dont have to give me a medal but it least i helped :3
OpenStudy (lifeisadangerousgame):
I'm a bit lost with what you did
OpenStudy (lifeisadangerousgame):
@Student9626 Can you walk me through it?
OpenStudy (anonymous):
im slow poke ill try
OpenStudy (anonymous):
do other work for the mean while i explain it my best of my ability x-x lol
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