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Adding AND SUBTRACTING MONOMIALS
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Adding AND SUBTRACTING MONOMIALS
A monomial is a term that is either a number, a variable, a product and a quotient of a number, and one or more variables.
A monomial, therefore, is an algebraic expression that can be written in the form of:
a number like 2, 1/3, -7
a variable such as x, y, a, b, m
a product and quotient of a number and a variable like 2a, 4x, ¼ y
a product of two or more variables such as ab, XY, mnp
Similar terms in an algebraic expression may be combined into a single term by adding or subtracting their numerical coefficients, as indicated by the signs, keeping the identical literal factors unchanged.
The process of subtraction is the opposite operation of addition To subtract a term from another is the same as adding the opposite to the first term
A monomial is a term that is either a number, a variable, a product and a quotient of a number, and one or more variables.
A monomial, therefore, is an algebraic expression that can be written in the form of:
a number like 2, 1/3, -7
a variable such as x, y, a, b, m
a product and quotient of a number and a variable like 2a, 4x, ¼ y
a product of two or more variables such as ab, XY, mnp
Similar terms in an algebraic expression may be combined into a single term by adding or subtracting their numerical coefficients, as indicated by the signs, keeping the identical literal factors unchanged.
The process of subtraction is the opposite operation of addition To subtract a term from another is the same as adding the opposite to the first term
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