Algebra concepts
Examples of algebraic expressions
x y a (letters)
7u 1/2q (or q/2) 3.9p (product of a variable and number)
s + 5 u+v 2.3+r (Sum of a variable and number)
z - 3.5 k-n t-1.3 (difference of a variable and number)
m/6 (z/2) 3.9/p (quotient of a variable and number)
C² b0.5 √3 (variable or number with an exponent)
Finally, the sum, difference, product or quotient of these items are also expressions.
Equations are defined as algebraic expressions that are set equal to a number, variable or another expression. The simplest identifier of an equation is the equal sign (=). When an equation is written to express a condition or represent a situation for problem solving, the solution is normally completed by manipulating the equation correctly so that a variable or unknown quantity is on one side of the equal sign and the numerical answer(s) are on the other side of the equal sign.
Algebra concepts
Examples of algebraic expressions
x y a (letters)
7u 1/2q (or q/2) 3.9p (product of a variable and number)
s + 5 u+v 2.3+r (Sum of a variable and number)
z - 3.5 k-n t-1.3 (difference of a variable and number)
m/6 (z/2) 3.9/p (quotient of a variable and number)
C² b0.5 √3 (variable or number with an exponent)
Finally, the sum, difference, product or quotient of these items are also expressions.
Equations are defined as algebraic expressions that are set equal to a number, variable or another expression. The simplest identifier of an equation is the equal sign (=). When an equation is written to express a condition or represent a situation for problem solving, the solution is normally completed by manipulating the equation correctly so that a variable or unknown quantity is on one side of the equal sign and the numerical answer(s) are on the other side of the equal sign.