Summary
The video delves into the adoption procedure for determining if two different linear functions intersect. By presenting two linear functions, the process of calculating their intersection point using addition and multiplication methods is showcased. Through substitution and simplification steps, the values of x and y are determined to find the exact point where the functions intersect. The speaker further demonstrates how a second equation can be introduced to find the intersection point accurately, providing a comprehensive overview of solving linear equations for intersection points.
Introduction and Explanation of Adoption Procedure
Today, the speaker explains the adoption procedure to determine if two different linear functions intersect or not.
Given Linear Equations
Presented two linear functions, one as 12xy = 9 and the other as 5. These will be calculated using the addition method.
Calculation Process
Demonstrates the process of calculating the given linear equations using multiplication and addition methods.
Continuation of Calculation
Further calculations and simplification of the equations to find the intersecting point.
Solving for Variables
Solving for variables by substituting values and finding the values of x and y.
Solving a System of Equations
Bringing in a second equation and demonstrating the process of finding the intersection point.
Concluding the Calculation
Final steps in the calculation process to determine the intersection point of the linear equations.
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