KOLEKSI SIRI PERTAMA QUANTUM COOL-ACTIVE: MATHEMATICS SIMPLIFIED : FROM BASICS TO BRILLIANCE

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The table serves as a quick reference for understanding inequality symbols
(<, >, ≤, ≥) and their verbal representations in word problems. These
associations help translate real world situations into mathematical
inequalities, help in solving problems more effectively.

SummarySummary


KeypointsKeypoints


LINEAR PROGRAMMINGLINEAR PROGRAMMING

Key Elements of Linear
Programming:

Linear programming is a method used to find the best
solution to a problem, such as maximizing profit or
minimizing costs, while following certain rules or
limitations.
It is used in many fields like business, economics, and
engineering to make decisions about things like how much
of a product to produce or how to use limited resources
efficiently.

NotesNotes


Objective Function: What you want to achieve, like
maximizing profit or minimizing costs.

1.

Constraints: The limits or restrictions, like budget or
resource availability.

2.

Decision Variables: The choices you can control, such
as how many products to make.

3.

Feasible Region: The area where all the rules
(constraints) are satisfied.

4.

Optimization: Finding the best solution that fits the
rules.

5.

INTRODUCTION

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