Scatter Plots, Regression and Outliers
Describe a scatter plot properly, interpret the correlation coefficient, use the least squares line to predict, and know when a prediction is worthless.
Learn the circle theorems that carry the marks, and write proofs the way they are marked — a statement with a reason on every single line.
By the end, you can
apply the main circle theorems and give an acceptable reason for each step of a geometry proof.
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Euclidean Geometry: Circle Theorems and Reasons
The reason is the mark
Euclidean geometry is the one topic where a correct answer with no reason earns almost nothing. The marking guideline awards a mark for the statement and a mark for the reason, separately. ⭕
So the discipline is simple and non-negotiable: every line gets a reason. Learn the theorems by their reason wording, not just their meaning.
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Euclidean Geometry: Circle Theorems and Reasons
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Next on the Mathematics P2 path · step 4 of 9
Grouped Data, Ogives and Box-and-Whisker Plots
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Describe a scatter plot properly, interpret the correlation coefficient, use the least squares line to predict, and know when a prediction is worthless.
Prove triangles similar, use the proportion theorem correctly, and set up ratios that give the right answer every time.
Choose between the sine rule, cosine rule and area rule with confidence, and handle 2D and 3D problems without losing your way.
Solve trig equations with the general solution, and read amplitude, period and shifts off a sine, cosine or tangent graph.
Prove identities with a reliable method, reduce any angle to an acute one, and know which quadrant makes each ratio positive.
The whole Mathematics P2 path → All High School MicroQuests → Browse all 134 →
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Euclidean Geometry: Circle Theorems and Reasons
R19 · 14 min · certificate