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Year 8 Interactive Maths - Second Edition


Equations

Equations enable us to describe complex problems in simple terms.  They are built with numbers, pronumerals and an equal sign.

It is clear that the number sentence
     5 + 10 = 15
is an equation.

If the value of the pronumeral x is 5, then x can take the place of 5; and we can write this equation as

     x + 10 = 15

This is an equation containing the pronumeral x.  The value of the pronumeral x is 5.


Example 1

Describe each of the following equations in words:

Solution:


Example 2

Write an equation to represent each of the following statements:
a.  When I add 7 to a number, the answer is 16.
b.  When I subtract 8 from a number, the answer is 23.
c.  When I multiply a number by 9, the answer is 27.
d.  When I divide a number by 5, the answer is 29.

Solution:


Remember:

An equation is a statement consisting of number(s) and pronumeral(s) that are linked together with an equal sign.


Key Terms

equation, number sentence

 

Study Another Topic in Chapter 5: Equations

[ Equations ] Equations and a Pair of Scales ] Problem Solving 1 ] Equations Involving Two or More Operations ] Equations with the Pronumeral on Both Sides ] Equations Containing Brackets ] Problem Solving 4 ] Equations Containing Fractions ] Problem Solving 5 ] Problem Solving Unit ] Projects ] Symbols ] Index ]

 

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