Grade 10 Exam > Grade 10 Notes > Chemistry for Grade 10 > Calculating Gradients
Calculating Gradients | Chemistry for Grade 10 PDF Download
Higher Tier Only
- Often a curved graph is obtained or a graph which starts out as a straight line but then curves to form a horizontal line as the reaction peters out, usually due to one of the reactants running out
- The curved section signifies that the relationship between rate and the factor being measured is not directly proportional, so the rate of reaction is different along each point of the curve
- For a curve graph a tangent must be drawn to calculate the change in x and y so the rate of reaction at a particular point during the reaction can be calculated
- Place a ruler on the point being studied and adjust its position so the space on either side of the point between the ruler and curve are equal:
Drawing a tangent to a curve using a ruler - Use the tangent to calculate the rate of reaction as shown below:
- The gradient at that point is
GRADIENT = ∆ (PRODUCT) ÷ ∆ (TIME) - You can use this formula to calculate the gradient at any particular point in the curve
Exam Tip
When drawing tangents, the line should be extended as far as is convenient for you to perform the calculations. Extending the tangent in this way decreases the amount of uncertainty.
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Sep 03, 2025
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