Let x = 2t², y = - 4t³ +36t². dy Determine as a function of t, then find the slope of the parametric curve at t = 6. dz dy dz d'y as a function of t, then find the concavity of the parametric curve at t = 6. dz² = dy da Determine d²y dz² d²y da2 (6) At t = 6, the parametric curve has O a relative minimum. O a relative maximum. O neither a maximum nor minimum. O not enough information to determine if the curve has an extrema. (Hint: The Second Derivative Test for Extrema could help.) -(6)

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Let x = 2t², y = - 4t³ +36t².
dy
Determine
as a function of t, then find the slope of the parametric curve at t = 6.
dr
dy
da
dy
dr
d²y
Determine
as a function of t, then find the concavity of the parametric curve at t = 6.
dz.2
d²y
dx²
da2 (6) =
At t = 6, the parametric curve has
O a relative minimum.
O a relative maximum.
O neither a maximum nor minimum.
O not enough information to determine if the curve has an extrema.
(Hint: The Second Derivative Test for Extrema could help.)
M
с
=
-(6)=
#
3
$
4
%
&
O
*
O
✔
Transcribed Image Text:Let x = 2t², y = - 4t³ +36t². dy Determine as a function of t, then find the slope of the parametric curve at t = 6. dr dy da dy dr d²y Determine as a function of t, then find the concavity of the parametric curve at t = 6. dz.2 d²y dx² da2 (6) = At t = 6, the parametric curve has O a relative minimum. O a relative maximum. O neither a maximum nor minimum. O not enough information to determine if the curve has an extrema. (Hint: The Second Derivative Test for Extrema could help.) M с = -(6)= # 3 $ 4 % & O * O ✔
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