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1. Mathematics is the science of _____ and shape.

a) Alphabet

b) Para-numerics

c) Numbers 

d) Figures

 

2. The negation of tautology is a _____.

 

a) Contraction

b) Combination

c) Confiscation

d) Contradiction  

 

 

3. ____It can also be applied to some real-life happenings.

a) Chemistry

b) Alphabet

c) Symbols

d) Numbers 

 

 

4. Arithmetic algebra is the use of ____ or letters.

 

a) Symbols

b) Numeric

c) Para-language

d) Oral language

 

 

 

5. ____ in this context is a letter that is made to represent a statement or an argument.

 

a) Organogram

b) Chart

c) Graph

d) Symbol  

 

 

 

6. The ____ of contradiction is a tautology.

 

a) Navigation

b) Negation 

c) Negotiation

d) Nepotism

 

 

 

 

 

7. An _____  is said to be formed when the conjunction of a set of simple

mathematical statements give rise to another mathematical statement

 

a) Argument

b) Argumentative

c) Augment

d) Arsing  

 

 

 

8. An argument may be valid or _____.

 

a) Invalid 

b) Void

c) Unpicked

d) Unboxed

 

 

 

 

 

9. Any logical statement can be represented by the _____ p, q, r…

 

a) Letters

b) Points

c) Stones

d) Letter 

 

 

 

10. The fundamental property of a logical _____ is that it is either true or

false, but not both.

a) Claim

b) Statement 

c) Proposition

d) Investigation

 

 

11. p ‘ q represents the conjunction of p and q by „____‟

 

a) If

b) Or

c) Not

d) And 

 

 

 

12. Any two statements can be combined by the word “_____” ( (  ), to form another statement.

 

a) Or 

b) To

c) By

d) If

 

 

 

 

 

 

13. If (p) is a given proposition, its negation is denoted by (~ p) meaning it is ___ (p), or it is ___that (p).

 

a) False, not

b) Not, false

c) True, yes

d) Yes, true

 

 

 

14. (a) ( p ‘ q) = p  (b) ( p ( q) = p are example of _____

 

a) Idempotent Laws

b) Associate Laws

c) Commutative Laws

d) Distributive Laws 

 

 

15. The intersection or the union of two similar sets is the ____set.

 

a) Same  

b) Different

c) Pair

d) Family

 

 

16.  (a) (p ( q) ( r = p ( (q( r) (b) (p ‘ q) ‘ r = p ‘ (q‘ r) is an example of ____

 

a) Idempotent Laws

b) Associate Laws

c) Commutative Laws

d) Distributive Laws 

 

 

 

17. The _____ of a matrix is the size of the matrix

a) Process

b) Shape

c) Opacity

d) Dimension 

 

18. Any matrix that has the same number of rows and columns is called ____

 

a) Square Matrix

b) Circle Matrix

c) Triangle Matrix

d) Diagonal Matrix

 

 

 

19. _____ are quantities, which are completely specified by numbers

 

a) Scalars

b) Motion

c) Matrix

d) Vector  

 

 

20. A vector is a physical quantity, which has magnitude and ____.

 

a) Coordination

b) Direction 

c) System

d) Organization

 

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21. ____ vectors have magnitude and direction but have no

particular position associated with them.

 

a) Fixed

b) Free

c) Flowed

d) Fax

 

 

 

 

 

22. Equal direction means that they are _____

a) Perpendicular

b) Fixed

c) Parallel 

d) Pointed

 

23. AB = BA are vectors of the same magnitude but in _____ direction.

 

a) Opposite

b) Same

c) Adjacent

d) Pointed  

 

 

 

24. Two_____ numbers z1 and z2 are equal if their real parts are equal

a) Natural

b) Rational

c) Integers

d) Complex 

 

 

25. A good application of the intercept of two lines is the _____ equilibrium.

 

a) Market 

b) Organization

c) Trade

d) Trend

 

 

 

 

26. A statement can also be seen as a ______  

 

a) Claim

b) Proposition

c) Declaration

d) Prophecy

 

27. There are_____ types of statements

a) Five

b) Four

c) Three

d) Two  

 

 

28. _____statement is the use of connectives to combine two or more simple statements to form just one.

a) Despondent

b) Composite  

c) Dependent

d) Confronting

 

 

 

 

29. With ______, we can define intervals on the number scale.

 

a) Inequalities

b) Sequence

c) Ratio

d) Equations

 

 

 

30. A_____ is the locus of a curve (equidistant from a point).

a) Square

b) Equation

c) Sequence

d) Circle

 

 

31. A circle could be described by its _____ (fixed) and its radius.

 

a) Centre

b) Side

c) Perpendicular

d) Apex

 

 

 

32. The _____ is the distance between the center of the circle and the

circumference.

a) Perpendicular

b) Pie

c) Radius 

d) Point Average

 

 

33. A series is a succession of numbers, of which each number is formed

according to a definite ____ which is the same throughout the series.

a) Regulations

b) Principles

c) Regulations

d) Law 

 

 

34. _____ is a sequence in which each term differs by a common

a) Arithmetic Sequence

b) Geometric Sequence

c) Sequence

d) Probability

 

 

35. A______ is a sequence in which each successive term of the sequence is in equal ratio.

 

a) Arithmetic Sequence

b) Geometric Sequence

c) Sequence

d) Probability

 

 

36. _____ describe what happens to a function f(x), as its variable x approaches a particular number, say c.

a) Function

b) Lionel

c) Limits

d) Limit

 

 

37. ______ could be said to be the inverse of integration

a) Differentiation

b) Compliance

c) Equation

d) Ratio

 

 

38. Integration is the _____ process of differentiation

a) Reverse

b) Inverse

c) Sob-verse

d) Universal  

39. These are points on the curve at which the value of the function at this point is called the_____ value.

 

a) Stationary

b) Inventory  

c) Statutory

d) Inverse  

 

 

 

40. Which of the following is not right about how to Find Stationary Points

 

a) Differentiate the function once;

 

b) Equate the derivative to zero, and lastly;

 

c) Solve for the unknown.

d) Solve for the known

 

41. At the point of inflection, the value of the stationary point at the second

derivative is _____

a) One

b) Two

c) Zero

d) Four

 

 

 

42. _____ is the amount by which a resource is underutilized.

a) Smack

b) Smog

c) Smug

d) Slack 

 

 

43. A _____ is a rectangular array of numbers concerning specific rules governing the array.

a) Matrix

b) Marshmallow

c) Marvin

d) Codes

 

 

44. Thus, let the entries or numbers be denoted by aij where i infers row

______.

 

a) Organization

b) Coordination

c) Simplicity

d) Arrangement

 

 

45. i represent elements in the _____

a) Row

b) Column

c) Pattern

d) System  

 

 

46. while j represents elements in the ________

a) Row

b) Column

c) Pattern

d) System

 

 

47. The dimension of a matrix is the size of the matrix, which is denoted by,

_______

a) (q x n)

b) (m x y)

c) (a x n)

d) (m x n)

 

48. where m is the number of ____ and n is the number of columns.

a) Rows

b) Columns

c) Below

d) Apex

 

 

49. Any matrix, which has the same number of rows and_____, is called “a square matrix”.

a) Columns

b) Rows

c) Elements

d) Diagonals

 

 

50. _____ matrix This is a matrix in which all its diagonal elements are one where all other elements are zero.

a) Classified

b) Null

c) Identify

d) Diagonal