A mathematical model written to construct a maximum area rectangle out of a thread of length 10 cm is given by Maximise. lb Such that 2(l + b) = 10, l, b 0 where l b are the length breadth of the rectangle. This is not a linear programming problem because

Question

A mathematical model written to construct a maximum area rectangle out of a thread of length 10 cm is given by Maximise. lb Such that 2(l + b) = 10, l, b > 0 where l b are the length breadth of the rectangle. This is not a linear programming problem because (A) l b is always positive (B) first constraint is an equation (C) the objective function is hot maximize (D) objective function is not linear

Tardigrade Admin · Accepted Answer

Correct answer is (d) objective function is not linear

Q. A mathematical model written to construct a maximum area rectangle out of a thread of length $10 c m$ is given by
Maximise. $l b$
Such that $2 (l + b) = 10, l, b > 0$ where $l$ & $b$ are the length & breadth of the rectangle.
This is not a linear programming problem because

$l$ & $b$ is always positive

first constraint is an equation

the objective function is hot maximize

objective function is not linear

Correct answer is (d) objective function is not linear

Q. A mathematical model written to construct a maximum area rectangle out of a thread of length 10cm is given by Maximise. lb Such that 2(l+b)=10,l,b>0 where l & b are the length & breadth of the rectangle. This is not a linear programming problem because

l & b is always positive

first constraint is an equation

the objective function is hot maximize

objective function is not linear

Correct answer is (d) objective function is not linear

Q. A mathematical model written to construct a maximum area rectangle out of a thread of length $10 c m$ is given by
Maximise. $l b$
Such that $2 (l + b) = 10, l, b > 0$ where $l$ & $b$ are the length & breadth of the rectangle.
This is not a linear programming problem because

$l$ & $b$ is always positive