New Exam Prep
Shared by a Veda learner · Generated with Veda AI
What you'll study, topic by topic
New Exam Prep
Sample questions with model answers
Every question in the paper gets a full exam-length answer in the app — organised by marks, the way a topper writes it.
If a point C lies between two points A and B such that $AC = BC$, then prove that $AC = \frac{1}{2}AB$. Explain by drawing the figure.
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By drawing the figure and applying the definition of midpoint, $AC = \frac{1}{2}AB$.
The full exam-length answer is in the app.
In the figure if $AB || CD$, $EF \perp CD$ and $\angle GEP = 426^\circ$, then find the measure of $\angle GED$.
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Assuming $\angle GEP$ is $126^\circ$, then $\angle GED = 90^\circ - 126^\circ = -36^\circ$ (impossible, check angle).
The full exam-length answer is in the app.
In figure $\angle PQR = \angle PRQ$. Then prove that $\angle PQS = \angle PRT$.
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By using the property of isosceles triangles, $\angle PQS = \angle PRT$.
The full exam-length answer is in the app.
In figure, if $AC = BD$, then prove that $AB = CD$.
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By using the properties of congruent segments, $AB = CD$.
The full exam-length answer is in the app.
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