Trigonometry — Grade 10 Maths Past Paper Questions

2 past paper questions on trigonometry from KwaZulu-Natal, 2026. Read what each one asks, then open it with its memo.

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2 questions on trigonometry. Each opens in the question browser with its memo.

2026 · Paper 1 · March · KwaZulu-Natal · Question 3

Evaluate two reciprocal-ratio expressions to two decimal places — (cos 28°)(cot 28°) and sec(40° + 10°). Then, in right-angled triangle ABC with sides 6, 8 and 10, work without a calculator: write sin α, cot α and cos α as exact fractions, and calculate the size of θ.

reciprocal ratioscot and secright-angled trianglesexact ratiossolving for an angle
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2026 · Paper 1 · March · KwaZulu-Natal · Question 4

Trigonometry on the Cartesian plane. With OM = 13 cm and M(x; 12) at an acute angle θ, use Pythagoras to find x, determine cos θ, and show that (sin θ)(sin θ) + (cos θ)(cos θ) equals 1. A final expression is evaluated without a calculator.

cartesian planepythagorassin²θ + cos²θ = 1without a calculator
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Descriptions last updated 10 August 2026.