NDA 2 2026 Maths Question Paper (13-Sep-2026); Download PDF

NDA 2 2026 Maths Question Paper is available for candidates preparing for the National Defence Academy Examination conducted on September 13, 2026. Download the NDA 2 Mathematics Question Paper PDF to practice questions asked in the examination. The paper helps candidates understand the latest exam pattern, difficulty level, and important topics. Aspirants can use the question paper to evaluate their preparation, identify weak areas, and improve their overall NDA Mathematics preparation strategy.

Showing 1 - 5 of 120 questions

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Q1.

For the following two (02) items that follow :

From the top of a building, the angles of depression of the top and bottom of a tower of height \(h\) are \(\alpha\) and \(\beta\) respectively. Let \(H\) be the height of the building and \(D\) be the horizontal distance between the building and the tower.

What is \(H^2 + D^2\) equal to?

\(\dfrac{h^2\cos^2\alpha}{\sin^2(\beta-\alpha)}\)

\(\dfrac{h^2\cos^2\beta}{\sin^2(\beta-\alpha)}\)

\(\dfrac{h^2\cos^2\alpha}{\sin^2(\beta+\alpha)}\)

\(\dfrac{h^2\cos^2\beta}{\sin^2(\beta+\alpha)}\)

Q2.

For the following two (02) items that follow :

From the top of a building, the angles of depression of the top and bottom of a tower of height \(h\) are \(\alpha\) and \(\beta\) respectively. Let \(H\) be the height of the building and \(D\) be the horizontal distance between the building and the tower.

If \(\alpha = 15°\) and \(\beta = 45°\), then which one of the following is correct?

\(H = \sqrt{2}D\)

\(D = \sqrt{2}H\)

\(2H = \sqrt{3}D\)

\(H = D\)

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