Q.NO 2. A Tailor has the following material 16 square yard cotton, 11 square yard silk and 15 square yard wool. As suit requires 2 square yard cotton, 1 square yard silk and 1 square yard wool. A gown requires 1 square yard cotton, 2 square yard silk and 3 square yard wool. If the suit sales for Rs. 300 and gown sales for Rs. 500. How many garments should the tailor made to Maximize the revenue. Formulate the problem as an LP- Model and then solve by Graphical Method

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
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A Tailor has the following material 16 square yard cotton, 11 square yard silk and 15 square
yard wool. As suit requires 2 square yard cotton, 1 square yard silk and 1 square yard wool. A gown
requires 1 square yard cotton, 2 square yard silk and 3 square yard wool. If the suit sales for Rs. 300
and gown sales for Rs. 500. How many garments should the tailor made to Maximize the revenue.
Formulate the problem as an LP- Model and then solve by Graphical Method

Q.NO 2. A Tailor has the following material 16 square yard cotton, 11 square yard silk and 15 square
yard wool. As suit requires 2 square yard cotton, 1 square yard silk and 1 square yard wool. A gown
requires 1 square yard cotton, 2 square yard silk and 3 square yard wool. If the suit sales for Rs. 300
and gown sales for Rs. 500. How many garments should the tailor made to Maximize the revenue.
Formulate the problem as an LP- Model and then solve by Graphical Method
Transcribed Image Text:Q.NO 2. A Tailor has the following material 16 square yard cotton, 11 square yard silk and 15 square yard wool. As suit requires 2 square yard cotton, 1 square yard silk and 1 square yard wool. A gown requires 1 square yard cotton, 2 square yard silk and 3 square yard wool. If the suit sales for Rs. 300 and gown sales for Rs. 500. How many garments should the tailor made to Maximize the revenue. Formulate the problem as an LP- Model and then solve by Graphical Method
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