These Sample 2022 BECE Mock Mathematics Questions for serious students are provided t help students test their understanding of the topics covered in these questions.
Why Do you Need These Sample 2022 BECE Mock Mathematics Questions?
This Sample 2022 BECE Mock Questions (Mathematic) for serious students will help candidates to know the trends by which the questions are set. Past Questions are likely to get repeated from time to time which will serve as a bonus for those have practiced with similar questions.
Get Ready To Test Yourself by Answering These Sample 2022 BECE Mock Mathematics Questions for serious students
SUBJECT: MATHEMATICS
SECTION A
 In the relation, v = u + at. Find v when u= 6, a = 10 and t = 2
a. 26 b. 22 c. 20 d. 21
 x = at +4, make t the subject.
a.t= b. t= c. t= d. t=
 How many edges has a cuboid?
a. four b. six c. eight d. twelve



Find the value of x in the figure above
a.50^{0 } b. 80^{0} c. 70^{0} d. 82^{0}
 Which of the following is not a prime number?
a. 3 b. 5 c. 7 d. 9
 An acute angle is an angle whose measure is less than 90^{0}.
True / False
 An equilateral triangle has two lines of symmetry.
True / False
 Find the angle between 4:15pm to 4:40pm.
a. 150^{ 0} b. 155^{0 } c. 115^{0} d. 105^{0}




Find the value of x
a. 60^{0 }b. 80^{0 } c. 90^{0 } d. 180^{0}
Identify the diagram above
 Acute angled triangle c. Scalene triangle
 Triangle square d. Right – angled triangle
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Sample 2022 BECE Mock Mathematics Questions for serious students:
SECTION B
ANSWER ALL QUESTIONS
 In the diagram below, POQ, MON and OL are straight lines.

<QOL = 60^{0} and <MOP = 130^{0}








Calculate the value of x
 a. Write three (3) properties of an equilateral triangle.
 If p = 7, q = 5 and r = 3, find the value of p^{2} + q – r^{3}
 Simplify the expression 4(x+1) + 2(2x+1)





In the diagram above, find;
 the value of a.
 the value of b.
iii. the value of c.
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Congratulations if you were able to answer these questions. But if you had challenges dealing with these Sample 2022 BECE Mock Mathematics Questions for serious students, it is time to sit up and start working on yourself.
Students are also advised to discuss these questions with their teachers or colleagues who are good at Mathematics. Do not be shy to ask for help. Also, learn to humble yourself when others are sacrificing their time and effort to help you understand Mathematics.
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