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Mathematics WAEC Past Questions

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2201

Find the roots of the equations: 3m\(^2\) - 2m - 65 = 0

  • A. \(( -5, \frac{-13}{3})\)
  • B. \(( 5, \frac{-13}{3})\)
  • C. \(( 5, \frac{13}{3})\)
  • D. \(( -5, \frac{13}{3})\)
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2202

A student measured the height of a pole as 5.98 m which is less than the actual height. If the percentage error is 5%, find correct to two d.p the actual height of the pole.

  • A. 6.29m
  • B. 7.67m
  • C. 7.18m
  • D. 6.65m
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2203

The radius and height of a solid cylinder is 8 cm and 14 cm respectively. Find, correct to two d.p the total surface area.
(Take \(\pi = \frac{22}{7})\)

  • A. \(1,106.29cm^2\)
  • B. \(1,016.29cm^2\)
  • C. \(1,106.89cm^2\)
  • D. \(1,206.27cm^2\)
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2204

Find the value of a in the equation: cos (a + 14)° = sin (4a + 6)°

  • A. 15
  • B. 17
  • C. 14
  • D. 21
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2205

The radius of a sphere is 3 cm. Find, in terms of π, its volume.

  • A. \(30\pi cm^3\)
  • B. \(108\pi cm^3\)
  • C. \(27\pi cm^3\)
  • D. \(36\pi cm^3\)
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Post-UTME Past Questions - Original materials are available here - Download PDF for your school of choice + 1 year SMS alerts
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