A Bakery produces two types of cakes Chocolate and Vanilla . The Bakery has limited resources of flour (500 kg) and sugar (300 kg).

• Each chocolate cake requires 5 kg flour and 3 kg sugar.
• Each vanilla cake requires 2 kg flour and 4 kg sugar.
• Profit on chocolate cake = Rs. 400
• Profit on vanilla cake = Rs. 300

If the bakery increases its available flour by 100 kg, what will be the new constraints.

$5x+2y≤600$

The correct answer is Option (1) → $5x+2y≤600$

$5x+2y≤500$ → flour constraint

$3x+4y≤300$ → sugar constraint

$Z=400x+300y$

$x,y≥0$ → Non-zero constraint