A statement of truth of which follows with little or no proof from a theorem

Binary number system is a system of notation for real number that uses the place method with 2 as the base, what is another name of binary number system

Two or more equation are equal if and only if they have the same

MCMXCIV is the roman numeral equivalent to

In complex algebra, we use diagram to represent complex plane commonly called

The number 0.123123123.... is a/an

An equation in which the variable appear under the radical symbol

In any square matrix, when the elements of any two rows are exactly the same, the determinant is

Which is true regarding the signs of the natural functions for angles between 90° and 180°?

To find the angle of the triangle given only the lengths of the

Is a sequence of terms whose reciprocals form an arithmetic progression?

A sequence of numbers where the succeeding term is greater than the preceding term is called

The graphical presentation of a cumulative frequency distribution in a set of statistical data is called ____

7 + 0i is?

What is the inverse natural function of the cosecant?

Convergent series is a sequence of decreasing number or when the succeeding term is ____ the preceding term.

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

Terms that differs only in numeric coefficients are known as

Naperian logarithm have a base closest to which number?

It is a sequence of numbers such that the successive terms differ by a constant.

If the second derivative of the equation of a curve is equal to the negative of the equation of that same curve, the curve is

If the roots of an equation are zero, then they are classified as

For a given function, it is found that f(t) = f(-t). What type of symmetry does f(t) have?

The ratio or product of two expressions in direct or inverse relation with each other is called

If a = b then b = a. This illustrates what axiom in algebra?

A and B are independent events. The probability that event A will occur is Pa and the probability that A and B will occur is Pab. From these two statements, what is the probability that event B will occur?

Which number has four significant figures?

A prime number is an integer greater than 1 which has A. 1 as its only positive divisor B. itself as only positive divisor C. 1 and itself as its only positive divisors D. 1 and its additive inverse as its only positive divisor

Number used to count the objects or ideas in a given collection. A. cardinal numbers B. irrational numbers C. ordinal numbers D. numerals

All perfect numbers are A. even numbers B. odd numbers C. prime numbers D. composite numbers

An integer the sum of all its possible divisors except the number itself is less than the integer is called A. abundant number B. amicable number C. friendly number D. defective number

A frequency curve which is composed of series of rectangles constructed with the steps as the base and the frequency as the height.

An integer which is the product of two integers, both different from 1 and -1 is called A. prime number B. composite number C. rational number D. compound number

Numbers which is used to state the position of individual objects in a sequence. A. cardinal numbers B. irrational numbers C. ordinal numbers D. numerals

An equation which, because of some mathematical process, has required an extra root is sometimes called as

An integer number that is equal to the sum of all its possible divisors except the number itself is called A. amicable number B. perfect number C. defective number D. redundant number

What is another name for amicable numbers? A. compatible numbers B. friendly numbers C. Fermats numbers D. Inconsistent numbers

Prime numbers that appear in pair and differ by 2 (e.g. 3 and 5, 11 and 13 etc.) are called A. Mersenne primes B. prime number theorem MESL ELEMENTS NO. 2 C. twin primes D. pseudo primes

The _____ is the square root of the product of the extremes. A. antecedent B. consequent C. mean proportional D. mean

A statement of truth which is admitted without proof

The second term of a ratio is called A. antecedent B. mean C. consequent D. extreme

A ______ is an ancillary theorem whose results is not for the proof

An integer the sum of all its possible divisors except the number itself is greater than the integer is called A. abundant number B. perfect number C. defective number D. amicable number

In the proportion of four quantities, the first and fourth terms are referred to as the A. means B. extremes C. denominators D. numerators

“Every even integer greater than 2 can be written as the sum of two primes”. This is known as A. Fermat’s last theorem B. Goldbach conjecture C. Prime number theory D. Mersenne primes

“Every positive integer greater than 1 is a prime or can be expresses as a unique product of primes and powers”. This is known as A. Fundamental theorem of arithmetic B. Pseudo prime theorem C. Prime number theorem D. Mersenne’s Theorem

The first term of a ratio is called A. antecedent B. consequent C. mean D. extreme

The part of theorem which is assumed to be true

What law of identity?

“Every sufficiently large off number can be expresses as a sum of three prime numbers” this is known as A. Goldbach conjecture B. Vinogradov’s theorem C. Pascal’s Law D. Mersenne’e theorem

Any combination of symbols and numbers related by the fundamental operation of algebra is called a/an

In mathematical and other fields of logical reasoning, axioms are used as basis for the formulation of statements called

A mathematical statement which has neither been proved nor denied by counterexamples

Statements that are accepted without discussion or proof are called axioms. The word “axiom” comes from the Greek “axioma” which means

An equation in which some or all of the known quantities are represented by letters is called

Axioms are propositions of a general logical nature (about equal or unequal) while ______ are propositions concerning objects and constructions.

If a two digit number has x for its unit digit and y for its tens digit, the number is represented as

The axiom which related addition and multiplication is the ______ law

A proved proposition which is useful mainly as preliminary to the proof of a theorem

What is the smallest perfect number possible? A. 1 B. 6 C. 12 D. 8

An equation which is satisfied by all values of the variables for which the members of equation defined is known as

Two integer numbers are said to be ____ if each is the sum of all possible divisors of the other. A. perfect numbers B. defective numbers C. amicable numbers D. Fermat’s numbers

The term “ratio” comes from Latin verb “ratus” meaning A. to divide B. to estimate C. to get the mean D. to make a proportion

The number of successful outcomes divided by the number of possible outcomes is

The algebraic expression consisting of a sum of any number of terms is called a

A composite number has at least ____ divisors. A. 1 B. 2 C. 3 D. 4

Refers to the construction of drawing of lines and figures the possibility of which is admitted without proof

An inequality is preserved if both sides are multiplied by A. zero B. – 1 C. a positive number D. a negative number

If a = b, then b can replace a in any equation. This illustrates what law of identity?

If the means of a proportion are equal, their common value is called A. mean B. extreme C. mean proportional D. extreme proportional

“The product of two or more number is the same in whatever order they are multiplied “. This refers to

Using Cramer’s rule, the determinant of the coefficient is always the A. numerator of a quotient B. denominator of the quotient C. the quotient itself D. none of the above

Two natural numbers a and b are ________. If their greatest common divisor is one. A. relatively prime B. relatively composite C. equal D. reciprocal

If there are as many equations as unknowns, the matrix of the coefficient is a A. row matrix B. column matrix C. square matrix D. rectangular matrix

A method of solving linear equation with several unknowns simultaneously using determinants. A. Simpson’s rule B. Cramer’s rule C. Trapezoidal rule D. Chain rule

The theorem that in every arithmetic progression a, a + d, a = 2d,..., where a and d are relatively prime. A. Fibonacci theorem B. Gauss theorem C. Lejeune theorem D. Dirichlet Theorem

An inequality is reversed if both sides are multiplied by A. zero B. – 1 C. a positive number D. a negative number

An array of m x n quantities which represent a single number and is composed of elements in rows and columns is known as A. transpose of a matrix B. determinant C. co-factor of a matrix D. matrix

A 3 x 2 matrix can be multiplied to a A. 3 x 2 matrix B. 3 x 3 matrix C. 2 x 5 matrix D. row matrix

When the corresponding elements of two rows of a determinant are proportional, then the value of the determinant is A. one B. indeterminate MESL ELEMENTS NO. 2 C. infinite D. zero

An irrational number which is a root of a positive integer of fraction is called A. radical B. radix C. surd D. radicant

If a = b and b = c , then a = c this illustrates

When two rows are interchanged in position, the value of the determinant will A. remain unchanged B. be multiplied by – 1 C. become zero D. become infinite value

If two rows of a determinant are interchange, the determinant A. changes sign B. changes sign and value C. remains unchanged D. becomes the inverse of the former

If every elements of a row (or column) are multiplied by a constant, k, then the value of the determinant is A. multiplied by – k B. zero C. one D. multiplied by k

Which of the following cannot be an operation of matrices? A. addition B. subtraction C. multiplication D. division

What is the smallest pair of friendly number? A. 180 and 190 B. 200 and 120 C. 220 and 284 D. 220 and 264

If a = a , then it illustrates what law of identity?

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 A. zero B. positive integer C. negative integer D. unity

A statement of truth which follows with little or no proof from the theorem