Finding the Constant of Proportionality from an Equation
The video explains how to find the constant of proportionality from an equation and provides an example.
00:00:00 The video explains how to find the constant of proportionality from an equation and provides an example. The constant is found by dividing one side of the equation by four.
🧮 To find the constant of proportionality, we can divide 4y by 8x.
⭐ The constant of proportionality is obtained by dividing 4y by 8x.
🔢 By dividing both sides of the equation by 8x, we can find the constant of proportionality.
00:01:04 In this video, we calculate the proportionality constant of a given equation and determine that it is equal to 1/2.
➡️ The video discusses the constant of proportionality.
✏️ It shows how to calculate the constant of proportionality using different examples.
🔍 The video explains how to find the constant of proportionality by dividing both sides of the equation.
00:02:12 The video explains the concept of the constant of proportionality in equations with an example.
🔑 The constant of proportionality is three in the equation y = 3x.
📐 The relationship between y and x follows a linear pattern.
✅ The variant C is the correct one.
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