The first term of a ratio is called

The second term of a ratio is called

The _____ is the square root of the product of the extremes.

If the means of a proportion are equal, their common value is called

The theorem that in every arithmetic progression a, a + d, a = 2d,…, where a and d are relatively prime.

A statement that one mathematical expression is greater than or less than another is called

If an equality is true for all values of the variable, it is a/an

If the same number is added to both sides of an inequality, the inequality

An inequality is preserved if both sides are multiplied by

An inequality is reversed if both sides are multiplied by

Division of a population or same into two groups based either on measurable variables (e.g. age under 18, age over 180) or on attributes (e.g. male, female).

A 3 x 2 matrix can be multiplied to a

If there are as many equations as unknowns, the matrix of the coefficient is a

A method of solving linear equation with several unknowns simultaneously using determinants.

Using Cramer’s rule, the determinant of the coefficient is always the

In any square matrix, when the elements of any two rows are exactly the same (i.e. row 1 = row 2 = row 3, or row 2 = row 3…), the determinant is

When the corresponding elements of two rows of a determinant are proportional, then the value of the determinant is

An array of m x n quantities which represent a single number and is composed of elements in rows and columns is known as

When two rows are interchanged in position, the value of the determinant will

If every elements of a row (or column) are multiplied by a constant, k, then the value of the determinant is

If two rows of a determinant are interchange, the determinant

Which of the following cannot be an operation of matrices?

An irrational number which is a root of a positive integer of fraction is called

The symbol √(n&b) means the principal nth root “n” is called the

In the preceding item, “b” is called the

The symbol √( ) is called

The rules of combining radicals follow the rules for

When a number has both a positive and negative nth root, the principal nth root is

Every positive number has _____ nth root

The principal nth root of a negative number is the negative root if n is

To eliminate a surd, multiply it by its

A radical which is equivalent to a non-terminating and non-repeating decimal

A radical expressing an irrational number is called a

A surd which contains at least one rational term.

A surd that contains no rational number, that is, all its factors or terms are surds, example √3 or √3+√2

The process of removing surd from a denominator is to

A quadratic equation of the form ax^2 + c = 0, without the coefficient of the first degree term is a/an

In the quadratic equation Ax^2 + Bx + C = 0, when the roots are multiplied, the result is

In the quadratic equation Ax^2 + Bx + C = 0, when the roots are added, the result is

If the discriminant of a quadratic equation is less than zero, the equation has

When can we say that the two roots of a quadratic equation are equal?

What is the discriminant of the quadratic equation  $Ax^2+Bx+C=0$  

What determines the nature of the roots of the quadratic equation?

The real roots of a cubic equation are the

For a cubic equation, we produce three distinct real roots only if the discriminant is

For a cubic equation, the discriminant is found to be greater than zero. The roots are

A succession of numbers in which one number is designated as first , another as second, another as third and so on is called

An indicated sum a₁+a₂+a₃...is called

The repeating decimal 0.333 . . is a geometric series of a₁= 0.3 and r =

The number between two geometric terms.

The sum of the first terms of a series is called the nth ______.

The sum of the terms of an arithmetic progression

The harmonic mean between a and b.

The arithmetic mean of a and b is

The geometric mean of a and b is

Are numbers which can be drawn as dots and arranged in triangular shape ( i.e. 1, 3, 6, 10, 15, 21…)

A figure numbers which can be drawn as dots and arranged in square shape ( i.e. 1, 4, 9, 16, 25…)

A sequence 1, 5, 12, 22, 35… is known as

A sequence 1, 8, 27, 64, 125, 216… is known as

A sequence 1, 4, 10, 20, 35, 56… is known

A sequence of numbers where every term is obtained by adding all the preceding terms a square number series such as 1, 5, 14, 30, 55, 91…

A sequence of numbers where the number is equal to the sum of the two preceding numbers such as 1, 1, 2, 3, 5, 8, 13, 21… is called

What is the multiplicative inverse of the integer 5?

What is the additive identity element?

What is the multiplicative identity element?

The number 0 such that 0 + a = a for all a is called

The additive inverse of a complex number a + bi is

All real numbers have additive inverse, commonly called

All real numbers except zero have multiplicative inverses, commonly called

The number zero has no

What is the additive inverse of a + bi?

What is the multiplicative inverse of a + bi?

Which of the following is NOT a property of a binomial expansion of (x + y)ⁿ?

A triangular array numbers forming the coefficient of the expansion of a binomial is called

The coefficient of the second term of the expansion of (x + y)ⁿ is always equal to

How is a number in the Pascal’s triangle obtained?

If the sign between the terms of the binomial is negative, its expansion will have signs which are

In the absence of the Pascal’s triangle, the coefficient of any term of the binomial expansion can be obtained by dividing the product of coefficient of the preceding term by ____ of the preceding term.

The fundamental principle of counting states that is one thing can be done in “m” different ways and another thing can be done in “n” different ways, then the two things can be done in _____ different ways.

Is the arrangement of the object s in specific order.

Is the arrangement of the objects regardless of the order they are arranged.

The shifting of the entire order sequence of elements one or more steps forwards to backward – the first element taking the position of the last , or vice versa without changing the order of the elements in the sequence is called

The number of elements in the collection being permuted is the _____ of the permutation

The ratio of the successful outcomes over the total possible outcomes is called

The value of the probability of any outcome will never be equal to nor exceed

If two events A and B are mutually exclusive events and the probability that A will happen is Pa and the probability that b will occur is Pb, then the probability that A or B happen is

A and B are two independent events. The probability that A can occur is p and that for both A and B to occur is q. the probability that event B can occur is

If the probability of occurrence of a is Pa, what is the probability that will nor occur?

In statistics, a pictorial description of the probability concepts of independent and dependent events is called

The difference between the highest score and the lowest score in the distribution

The second power of the standard deviation is called

A graph of cumulative frequency distribution plotted at class makes and connected by straight lines.

A point in the distribution of scores at which 50 percent of the scores fall below and 50 percent of the scores fall above

A number that occurs most frequent in a group of numbers.

The difference between an approximate value of a quantity and its exact value or true value

It is the quotient of the absolute error divided by the true value

Refers to a value which is not exact but might be accurate enough for some specific considerations.

If the absolute error does not exceed a half unit in the last digit, this digit is usually referred to as the

The most significant digit of the number 0.2015 is