A Carpenter Makes Tables And Chairs at Ben Grayndler blog

A Carpenter Makes Tables And Chairs. The carpenter can afford to spend up to 40 hours per week working and takes six hours to make a table and three hours to make a chair. Profit per table = rs. Let the number of chairs and tables made by the carpenter be x and y respectively. Formulate this problem as a linear. The profits are ₹ 140 per chair and ₹ 210 per. Formulate this problem as a linear. The number of chairs and tables must. The profits are rs 140 per chair and rs 210 per table. Tables take up four times as much storage space as chairs and there is room for at most four tables each week. Let the number of chairs and tables made by the carpenter be x and y respectively. Tables take up four times as much storage space as chairs and there is room for at most four tables each week. Customer demand requires that he makes at least three times as many chairs as tables. Tables take up four times as much storage space as chairs. ∴ total profit z = rs. Number of chairs = 2 × number of tables.

Carpenter examining a wooden chair Stock Photo Alamy
from www.alamy.com

The carpenter can afford to spend up to 40 hours per week working and takes six hours to make a table and three hours to make a chair. Tables take up four times as much storage space as chairs and there is room for at most four tables each week. Tables take up four times as much storage space as chairs. Profit per chair = rs. The profits are ₹ 140 per chair and ₹ 210 per. Profit per table = rs. Number of chairs = 2 × number of tables. Customer demand requires that he makes at least three times as many chairs as tables. Tables take up four times as much storage space as chairs and there is room for at most four tables each week. Customer demand requires that he makes at least three.

Carpenter examining a wooden chair Stock Photo Alamy

A Carpenter Makes Tables And Chairs Formulate this problem as a linear. Formulate this problem as a linear. Profit per table = rs. The number of chairs and tables must. Customer demand requires that he makes at least three times as many chairs as tables. Number of chairs = 2 × number of tables. Let the number of chairs and tables made by the carpenter be x and y respectively. The profits are rs 140 per chair and rs 210 per table. The carpenter can afford to spend up to 40 hours per week working and takes six hours to make a table and three hours to make a chair. The carpenter can afford to spend up to 40 hours per week working and takes 6 hours to make a table and 3 hours to make a chair. Tables take up four times as much storage space as chairs and there is room for at most four tables each week. Formulate this problem as a linear. Tables take up four times as much storage space as chairs. Profit per chair = rs. ∴ total profit z = rs. Tables take up four times as much storage space as chairs and there is room for at most four tables each week.

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