Math basic terms and operations are strongly connected. It indicates that understanding the math issues requires the use of both terminology and procedures. So, it is important for students to know about all important math basic terms. Students who understand these phrases are better capable of understanding math topics.

If you are also searching for math basic terms, read this blog. In this blog, we are providing different important math basic terms for beginners with their definitions. So, let’s start learning various math basic terms.

**Common Math Basic Terms That Every Student Must Know**

**Algebra**

It is a fundamental field of mathematics. It solves unknown values by substituting letters for numbers.

**Addend**

The number of people that are involved in the added issues. An addend is a term that refers to the number that is being added.

**BEDMAS or PEMDAS**

It explains how to solve algebra equations in the proper order or sequence. “Brackets, Exponents, Division, Multiplication, Addition, and Subtraction” is what BEDMAS stands for.

PEMDAS stands for “Parentheses, Exponents, Multiplication, Division, Addition, and Subtraction” at the same time.

**Binomial**

Binomial is a polynomial equation. It consists of two terms connected by a minus or plus sign.

**Constant**

During the experiment, the value cannot be modified.

**Coefficient**

The quantitative quantity connected with the term is described by the number or letter.

**Decimal**

A decimal is a number that has 10 digits in its base.

**Digit**

A digit is a number made up of 0-9 digits. Such as 255 for a three-digit number.

**Equation**

With an equal sign, the statement shows the equivalence of two expressions.

**Expression**

The symbol is used to represent operations on numbers or just numbers.

**Factor**

The number that splits perfectly into two or more numbers. For illustration, the factor of eight is 1, 2, 4, 8, the answer is 1.

**Formula**

The formula is used to express the numerical relationship between two or more variables.

**Greatest Common Factor**

The greatest common number in each factor set or the integer that divides both numbers perfectly. For example, the GCF of ten and thirty is ten.

**Graph Theory**

It is a field of mathematics that focuses on graph features.

**Hypotenuse**

The longest side of a right-angled triangle is the opposite side of the right angle.

**Hexagon**

The six-sided polygon and a polygon with six angles.

**Identity**

The equation remains true for any value of the variables.

**Isosceles**

The polygon has two sides of equal length.

**Juxtapose**

It shows the multiple of the statement by arranging the elements in a straight line. A variable is also required for a factor. For example, 4n Equals 4 * n.

**Jump**

Jumping across the number line while learning subtraction or addition — backward or forwards, respectively – is referred to as jumping.

**Kilometer**

1000 meters is the measurement unit for distance.

**Linear Equation**

It consists of two variables that may be displayed as a straight line on a graph.

**Logarithm (Log)**

The power is used to increase the value of a given number. If nx = a the base is n and the log is a. Exponentiation is the opposite of the log.

**Mixed Numbers**

It refers to full numbers that have been divided by a decimal or fraction. For example, 4 1/2 or 4.5.

**Multiple**

The outcome of multiplying a whole number by another whole number.

**Obtuse Angle**

The angle is between 90° and 180°.

**Outcome**

Usually used in probability to refer to the outcome of an event.

**Probability**

The possibility of an event occurring is referred to as “probability.”

**Perpendicular**

Line segments or two lines meeting at a straight angle are called perpendicular.

**Quadratic Equation**

The equation is represented as on one side of a zero. For example, a+b=0.

**Range**

The difference between the datasets’ maximum and lowest values.

**Subtraction**

The process of “taking away” a single number from another to calculate the difference between two quantities or numbers.

**Rectangle**

It is a parallelogram. It has 4 right angles.

**Symmetry**

The two sides are perfectly aligned along one axis.

**Term**

It is a multiplication of real numbers and variables. A term is a component of an algebraic equation. It is a number in series or sequence.

**Unit Conversion**

Use division or multiplication to convert any unit of measurement into another unit.

**Unit Square**

It is a unit for measuring the area of a two-dimensional form.

**Variable**

For label numerical values, An alphabetic letter is used in expressions and equations

**Weight**

The size of something is what determines its weight.

**Whole Number**

Whole numbers are also positive integers.

**X-Axis**

The coordinate plane’s horizontal axis.

**X**

Roman numerals represent the number 10.

**Y-Axis**

The coordinate plane’s vertical axis.

**Yard**

3 feet (91.5 cm) is a measurement unit (approximately).

**Zero**

It is a placeholder between the numbers +1 and -1.

also read : branches of mathematics

**Final Words**

Thus, we have discussed different common math basic terms in the above blog. It is vital to note that students must be familiar with a large number of mathematical terms. I have already explained the most basic maths terms that every learner should be familiar with. Aside from that, the words can be more technical, with definitions ranging from graduate to Ph.D. levels.

To learn more about the concepts or the differences between them, contact our experts at any time through our **Math homework help**.