The function is
,
and
.
Consider
.
Differentiate on each side with respect to
.

The differential function is
.
The differential function is
.
Substitute
and
in differential function.

Hence, the value of
is
.
change in
will cause
to change by a small amount
.
Find
using the formula
.
Substitute
and
in the above formula.

Find point on the curve at
.
.
Therefore, the point on the curve is
.
Graph:
\Graph the curve.
\Draw the tangent line passing through the point
.

The value of
is
.
The value of
is
.