C 2x+11y ≤91 7x+2y≤99 x≥0 y≥0 D (2x+11y ≤99 7x+2y≤91 20 y≥0 D Consider the following linear programming problem: "A florist sells two Mother's Day bouquets - a premium bouquet and a standard bouquet. The premium bouquet contains 11 roses and 2 daisies. The standard bouquet has 2 roses and 7 daisies. The florist has 99 roses and 91 daisies on hand. Use x to the number of standard bouquets and y to represent the number of premium bouquets." Write a system of linear inequalities that describes the possible number of each type of bouquet that can be sold. represent A [11x+2y ≤99 7x+2y≤91 *NO y≥0 B (2x+11y ≤91 7x+2y≤99 AND
C 2x+11y ≤91 7x+2y≤99 x≥0 y≥0 D (2x+11y ≤99 7x+2y≤91 20 y≥0 D Consider the following linear programming problem: "A florist sells two Mother's Day bouquets - a premium bouquet and a standard bouquet. The premium bouquet contains 11 roses and 2 daisies. The standard bouquet has 2 roses and 7 daisies. The florist has 99 roses and 91 daisies on hand. Use x to the number of standard bouquets and y to represent the number of premium bouquets." Write a system of linear inequalities that describes the possible number of each type of bouquet that can be sold. represent A [11x+2y ≤99 7x+2y≤91 *NO y≥0 B (2x+11y ≤91 7x+2y≤99 AND
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:C
2x+11y ≤91
7x+2y≤99
x≥0
y≥0
D
(2x+11y ≤99
7x+2y≤91
20
y≥0
Transcribed Image Text:D
Consider the following linear programming problem:
"A florist sells two Mother's Day bouquets - a premium bouquet and a standard bouquet. The premium bouquet contains 11 roses
and 2 daisies. The standard bouquet has 2 roses and 7 daisies. The florist has 99 roses and 91 daisies on hand. Use x to
the number of standard bouquets and y to represent the number of premium bouquets."
Write a system of linear inequalities that describes the possible number of each type of bouquet that can be sold.
represent
A
[11x+2y ≤99
7x+2y≤91
*NO
y≥0
B
(2x+11y ≤91
7x+2y≤99
AND
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