| Given the function :
Determine the derivative in $val20 |
=
NB : write "sqrt(ax+b)" for
| Let be a polynomial , gedefined in $m_RR by . Let be differentiable in $m_RR. Determine the derivative. |
| Determine the derivative of a function in $m_RR defined by with : |
In order to determine the derivative of we apply the following rule of differentiation:
The derivative function of will be :
Given the function defined in $m_RR by . We will now determine the derivative of in a few steps : |
en
and
| Given the plane . The curve $m_C is the graph of the function , defined in $val16. The line is the tangent of $m_C in point , with coordinates ($val13 : $val24). Point
, with coordinates ($val28 : $val31) is also on line
. | |
| Given the function
defined in $m_RR by
. Investigate this function and determine the extremum (extrema) of . |
| -$val17 | $val15 | +$val17 | |
| 0 |