Problem

$39$ Find the directional derivative of $f\left(x,y\right)=.1^{2}+y^{2}$ at the
YV point $P_{0}\left(1_{,1}\right)$ in the diréction of the unit vector u shown in
Figure $11.35$
$11$ $l=coac+6w$
$\dfrac {\pi } {6}$ $b$
$P$ $\left(0$

Calculus

Search count: 120

Solution

Qanda teacher - Devkiran

please rate in 5 star

Still don't get it?

Ask this question to Qanda teacherSimilar problem

b) $\right)$ Find the directional derivative of $y\left(x,y,=\right)=xy^{3}+yz^{3}$ at the point $\left(2,-1,-3\right)$ in the
direction of vector $2i$ $-3\bar{i} +42\bar{k} $ $\left(6M\right)$

Calculus

Search count: 107