List of all JEE Discussions Mathematics Linear Programming

JEE Discussions Popular Tags

26 of 46300 Questions

View All

JEE Discussions Linear Programming Recent Questions

0 votes

1 answer

140 views
4 Years Ago

Shaded Region Is Represented By

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

128 views
4 Years Ago

The Minimum Value Of The Objective Function Z = 2x + 10y Subject To Constraints

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

108 views
4 Years Ago

If Given Constraints Are 5x + 4y - > 2 , X < - 6 And Y < - 7, Then The Maximum Value Of The Function Z = X + 2y Is

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

104 views
4 Years Ago

The Constraints -x1 + X2 < - 1, -x1 + 3x2 < - 9 And X1, X2 < - 0 Defines On

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

112 views
4 Years Ago

The Maximum Value Of Z = 5x + 3y, Subject To Constraints 3x + 5y

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

168 views
Ryka 4 Years Ago

A Wholesale Merchant Wants To Start The Business Of Cereal With Rs 24000. Wheat Is Rs 400 Per Quintal And Rice Is Rs 600 Per Quintal. He Has Capacity To Store 200 Quintal Cereal. He Earns The Profit

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago Ryka
0 votes

1 answer

113 views
4 Years Ago

For The LPP, Minimise Z = X1 + X2 Such That Inequalities 5x1 + 10x2

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

108 views
4 Years Ago

For An LPP, Minimise Z = 2x + Y Subject To Constraints 5x + 10y

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

133 views
4 Years Ago

A Vertex Of A Feasible Region By The Linear Constraints 3x + 4y

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

113 views
4 Years Ago

The Maximum Value Of Z = 10x + 6y, Subject To Constraints

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

186 views
4 Years Ago

The Maximum Value Of Z = 9x + 13y, Subject To Constraints 2x + 3y

JEE Discussions
Linear Programming
JEE Linear Programming
JEE Math
Modified 4 Year Ago
0 votes

1 answer

144 views
4 Years Ago

The Optimal Value Of The Objective Function Is Attained At The Point Is

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

161 views
4 Years Ago

The Linear Programming Problem Maximise

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

118 views
4 Years Ago

The Point Which Provides The Solution Of The Linear Programming Problem, Maximise

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

154 views
4 Years Ago

Consider The Linear Programming Problem Maximise

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

161 views
4 Years Ago

Which Of The Following Sets Are Not Convex?

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

99 views
4 Years Ago

If X + Y < - 2 ; X > - 0, Y > - 0 Is The Point At Which Maximum Value Of 3x + 2y Attained Will Be

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

157 views
4 Years Ago

A Furniture Dealer Deals In Only Two Items Namely Tables And Chairs. He Has Rs 5000 To Invest And Space To Store Atmost 60 Pieces. A Table Cost Him Rs 250 And A Chair Rs 60. He Can Sell A Table At A

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

111 views
4 Years Ago

Maximum Value Of Z = 3x + 4y Subject To Constraints X - Y

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

132 views
4 Years Ago

The Maximum Value Of Z Is Where, Z = 4x + 2y Subject To Constraints

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

117 views
4 Years Ago

The Maximum Value Of Z = 4x + 2y Subject To Constraints

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

150 views
4 Years Ago

Which Of The Term Is Not Used In A Linear Programming Problem?

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

118 views
4 Years Ago

The Region Represented By The Inequation System

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

117 views
4 Years Ago

Maximum Value Of Z =12x + 3y, Subject To Constraints

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

133 views
4 Years Ago

The Area Of The Feasible Region For The Following Constraints

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago
0 votes

1 answer

119 views
4 Years Ago

Variables Of The Objective Function Of The Linear Programming Problem Are

JEE Discussions
Linear Programing
JEE Linear Programing
JEE Math
Modified 4 Year Ago

Popular Questions

JEE Discussions Popular Tags

26 of 46300 Questions

JEE Discussions Linear Programming Recent Questions

Shaded Region Is Represented By

The Minimum Value Of The Objective Function Z = 2x + 10y Subject To Constraints

If Given Constraints Are 5x + 4y - > 2 , X < - 6 And Y < - 7, Then The Maximum Value Of The Function Z = X + 2y Is

The Constraints -x1 + X2 < - 1, -x1 + 3x2 < - 9 And X1, X2 < - 0 Defines On

The Maximum Value Of Z = 5x + 3y, Subject To Constraints 3x + 5y

A Wholesale Merchant Wants To Start The Business Of Cereal With Rs 24000. Wheat Is Rs 400 Per Quintal And Rice Is Rs 600 Per Quintal. He Has Capacity To Store 200 Quintal Cereal. He Earns The Profit

For The LPP, Minimise Z = X1 + X2 Such That Inequalities 5x1 + 10x2

For An LPP, Minimise Z = 2x + Y Subject To Constraints 5x + 10y

A Vertex Of A Feasible Region By The Linear Constraints 3x + 4y

The Maximum Value Of Z = 10x + 6y, Subject To Constraints

The Maximum Value Of Z = 9x + 13y, Subject To Constraints 2x + 3y

The Optimal Value Of The Objective Function Is Attained At The Point Is

The Linear Programming Problem Maximise

The Point Which Provides The Solution Of The Linear Programming Problem, Maximise

Consider The Linear Programming Problem Maximise

Which Of The Following Sets Are Not Convex?

If X + Y < - 2 ; X > - 0, Y > - 0 Is The Point At Which Maximum Value Of 3x + 2y Attained Will Be

A Furniture Dealer Deals In Only Two Items Namely Tables And Chairs. He Has Rs 5000 To Invest And Space To Store Atmost 60 Pieces. A Table Cost Him Rs 250 And A Chair Rs 60. He Can Sell A Table At A

Maximum Value Of Z = 3x + 4y Subject To Constraints X - Y

The Maximum Value Of Z Is Where, Z = 4x + 2y Subject To Constraints

The Maximum Value Of Z = 4x + 2y Subject To Constraints

Which Of The Term Is Not Used In A Linear Programming Problem?

The Region Represented By The Inequation System

Maximum Value Of Z =12x + 3y, Subject To Constraints

The Area Of The Feasible Region For The Following Constraints

Variables Of The Objective Function Of The Linear Programming Problem Are

JEE Courses

Online JEE Preparation

JEE Downloads

Contribute & Test Your Skills

Popular Questions

Popular Questions

JEE Discussions Popular Tags

26 of 46300 Questions

JEE Discussions Linear Programming Recent Questions

JEE Courses

Online JEE Preparation

JEE Downloads

Contribute & Test Your Skills

Popular Questions

Platforms

Menu