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Each product must make up 25% of total units sold. Consider the problem we have; 25% = 0.25 Derive a new equation based on the question, it means; C - Chairs D - Desks T - Tables Main equations: C/C + D +T> 0.25, do the same for D and T Solve for C, C > 0.25 (C + D + T) C is like 1C, like D and T Solve for zero for shares of the 3 materials Equations: Chairs: 0.75C – 0.25D – 0.25T > 0 Desks: -0.25C + 0.75D – 0.25T > 0 | Tables: -0.25C – 0.25D + 0.75T > 0 a. Given the information above show tabulated results and full working.

Each product must make up 25% of total units sold. Consider the problem we have; 25% = 0.25 Derive a new equation based on the question, it means; C - Chairs D - Desks T - Tables Main equations: C/C + D +T> 0.25, do the same for D and T Solve for C, C > 0.25 (C + D + T) C is like 1C, like D and T Solve for zero for shares of the 3 materials Equations: Chairs: 0.75C – 0.25D – 0.25T > 0 Desks: -0.25C + 0.75D – 0.25T > 0 | Tables: -0.25C – 0.25D + 0.75T > 0 a. Given the information above show tabulated results and full working.

Algebra: Structure And Method, Book 1
Algebra: Structure And Method, Book 1
(REV)00th Edition
ISBN:9780395977224
Author:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Publisher:Richard G. Brown, Mary P. Dolciani, Robert H. Sorgenfrey, William L. Cole
Chapter4: Polynomials
Section4.10: Problems Without Solutions
Problem 8P
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Each product must make up 25% of total units sold. Consider the problem we have; 25% = 0.25 Derive a new equation based on the question, it means; C - Chairs D - Desks T - Tables Main equations: C/C + D +T> 0.25, do the same for D and T Solve for C, C > 0.25 (C + D + T) C is like 1C, like D and T Solve for zero for shares of the 3 materials Equations: Chairs: 0.75C – 0.25D – 0.25T > 0 Desks: -0.25C + 0.75D – 0.25T > 0 Tables: -0.25C – 0.25D + 0.75T > 0 a. Given the information above show tabulated results and full working.
Transcribed Image Text:Each product must make up 25% of total units sold. Consider the problem we have; 25% = 0.25 Derive a new equation based on the question, it means; C - Chairs D - Desks T - Tables Main equations: C/C + D +T> 0.25, do the same for D and T Solve for C, C > 0.25 (C + D + T) C is like 1C, like D and T Solve for zero for shares of the 3 materials Equations: Chairs: 0.75C – 0.25D – 0.25T > 0 Desks: -0.25C + 0.75D – 0.25T > 0 Tables: -0.25C – 0.25D + 0.75T > 0 a. Given the information above show tabulated results and full working.
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