MCQ
The feasible region for an $\text{LPP}$ is shown below:

Let $Z = 3x - 4y$ be the objective function. Minimum of $Z$ occurs at

Let $Z = 3x - 4y$ be the objective function. Minimum of $Z$ occurs at
- A$(0, 0)$
- ✓$(0, 8)$
- C$(5, 0)$
- D$(4, 10)$

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$|f( x )-f( y )| \leq\left|( x - y )^{2}\right|, \forall( x , y ) \in R$ If $f(0)=1,$ then