Using the FORMULA for the GRADIENT of a LINE joining two points
Автор: Maths Depot
Загружено: 2026-01-29
Просмотров: 16
Описание:
In this question, we’re asked to solve a linear equation derived from the gradient formula to find an algebraic unknown (e) that determines a specific coordinate's position.
Key Steps
1. Set up the gradient formula
2. Substitute and simplify
3. Solve for e
Key Points
1. Gradient Definition: The gradient of a line measures its steepness and direction, indicating the vertical change for every unit of horizontal movement.
2. Gradient Calculation: The gradient is calculated as the vertical change in y-value divided by the horizontal change in x-value.
3. Value of e: The value of e is 0.25.
Key Skills
1. Handling Negative Coordinates: Correcting interpreting -(-2) as +2.
2. Algebraic Fraction Solving: Knowing to multiply by the denominator to clear the fraction.
3. Linear Equations: Applying inverse operations to solve for an unknown variable.
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