Basics of Triangles — XAT Previous-Year Questions
4 previous-year questions on Basics of Triangles from XAT, with full solutions. Practise free — check answers as you go; sign in to save your progress.
Basics of Triangles · XAT PYQs
The figure below shows two right angled triangles âOAB and âOQP with right angles at vertex A and P, respectively, having the common vertex O, The lengths of some of the sides are indicated in the figure. (Note that the figure is not drawn to scale.) AB and OP are parallel. What is ∠QOB?
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Let ABC be an isosceles triangle. Suppose that the sides AB and AC are equal and let the length of AB be x cm. Let b denote the angle ∠ABC and sin b = 3/5. If the area of the triangle ABC is M sq. cm, then which of the following is true about M?
In the figure below, AB = AC = CD. If ∠ADB = 20°, what is the value of ∠BAD?
In the diagram below, CD = BF = 10 units and ∠CED = ∠BAF = 30°. What would be the area of triangle AED? (Note: Diagram below may not be proportional to scale.)
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