IGCSE Mathematics - International (0607) — May–June 2024, Paper 43
11 questions · every question answerable online with instant point-by-point AI marking against the official mark scheme.
Start with Question 1 →The table shows letters delivered to 120 houses (0→26, 1→20, 2→23, 3→25, 4→14, 5→8, 6→4). Find the mode.
Answer this question and get it marked →Ameera and Bertrand share money in the ratio 4 : 5. Bertrand gets $3000. Calculate Ameera's share.
Answer this question and get it marked →Noora throws a fair 6-sided die numbered 1 to 6. Write down the probability that the die shows a number less than 5.
Answer this question and get it marked →Line L has equation 3y + 2x = 8. Find the gradient and the y-intercept of line L.
Answer this question and get it marked →f(x) = 5 + 2x − 4x² − x³ for −5 ≤ x ≤ 2. On the diagram, sketch the graph of y = f(x).
Answer this question and get it marked →Reflect triangle A in the line y = x.
Answer this question and get it marked →The diagram shows a logo made from an isosceles triangle (CA = CB = 12 cm) and two semicircles. The perimeter of the logo is 37 cm. Show that the diameter of each semicircle is…
Answer this question and get it marked →A square-based pyramid has base side 0.7 cm and sloping edge 0.8 cm. Show that the perpendicular height of the pyramid is 0.628 cm, correct to 3 significant figures.
Answer this question and get it marked →A, B, C are three ports. AB = 72 km, BC = 85 km, AC = 102 km. The bearing of B from A is 040°. Show that angle ABC = 80.6°, correct to 1 decimal place.
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