Name: Formation of Algebraic Expression
Uploaded: 2019-07-19
Duration: 5 min 21 s
Description: Playing with blocks is so much fun!! Time to learn about algebraic expressions with colourful blocks. Let's watch how constants and variables come together t...

Question

Write an algebraic expression for the statement: The quotient when

a

is divided by

4

Accepted Answer

To write an algebraic expression for the statement: The quotient when $a$ is divided by $4$

An algebraic expression is an expression built up from constants, variables and algebraic operations.

A symbol that has a fixed numerical value is called a constant. Examples: $4, - 8, \frac{7}{23}, . . .$

A symbol that does not have a fixed value is called a variable. Examples: $a, b, l, m, . . . .$

A term is a variable alone or a constant alone or it can be a combination of variables and constants by the operation of multiplication or division. Examples: $5 m, \frac{5}{8} n^{2}, . . . .$ The numbers that are multiplied by the variables are called coefficients. In $5 m$ , the coefficient of $m$ is $5$ .

Examples of algebraic expression: $4 x + 6 y + 9 x y, 56 x^{2}, 4 l - 8 m, . . .$

In the given statement, we have the quotient when $a$ is divided by $4$ is $\frac{a}{4}$ .

Therefore, an algebraic expression for the statement 'the quotient when $a$ is divided by $4$ ' is $\frac{a}{4}$ .

Write an algebraic expression for the statement: The quotient when $a$ is divided by $4$

Important Questions on Introduction to Algebra

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