Teaching RPSC School Lecturer Mock Test Series 2024 Mathematics Differential Calculus Applications of Derivatives
Let f(x, y) be a function, then what will be the steps to find stationary points?
1
\(\partial^2 f\over \partial x^2\) = 0, \(\partial^2 f\over \partial y^2\) = 0
2
\(\partial f\over \partial x\) = 0, \(\partial^2 f\over \partial x^2\) = 0
3
\(\partial f\over \partial y\) = 0, \(\partial^2 f\over \partial y^2\) = 0
4
\(\partial f\over \partial x\) = 0, \(\partial f\over \partial y\) = 0
5
Question Not Attempted