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Transcript
Solving Equations
Using Addition or
Subtraction
Section 7.3
Definitions
• Equation – A mathematical
sentence stating that 2 expressions
are equal.
• 12 – 3 = 9
• 8 + 4 = 12
Definitions
• Equation – A mathematical
sentence with an equals sign.
• 16 – 5 = 11
• 14 + 3 = 17
Definitions
• Equals Sign (=) Means that the
amount is the same on both sides.
•4 + 2 = 6
•5 – 2 = 3
An Equation is like a balance scale.
Everything must be equal on both
sides.
=
10
5+5
When the amounts are equal on
both sides it is a true equation.
=
12
6+6
When the amounts are unequal on
both sides it is a false equation.
=
8
2+2
When an amount is unknown on one side of the
equation it is an open equation.
=
7
n+2
When you find a number for n you
change the open equation to a true
equation. You solve the equation.
=
7
5n + 2
Are these equations true, false or
open?
• 11 - 3 = 5
• 13 + 4 = 17
•N+4=7
• 12 – 3 = 8
• 3 + v = 13
• 15 – 6 = 9
false
true
open
false
open
true
Definitions
• Inverse operation – the opposite
operation used to undo the first.
•4+3=7
7–4=3
• 6 x 6 = 36
36 / 6 = 6
How to solve an addition equation
• Use the inverse operation for
addition which is subtraction
• m + 8 = 12 12 - 8 = 4
•m=4
4 + 8 = 12
How to solve a subtraction equation
• Use the inverse operation for
subtraction which is addition
•m-3=5
5+3=8
•m=8
8-3=5
Examples
x  8  15
 8  8
x  23
1. Identify your variable
2. Identify your tails.
3. Use the inverse operation
4. WHAT YOU DO TO
ONE SIDE, YOU MUST
DO TO THE OTHER.
5. Do the math
Examples
x  4  13
 4  4
x  17
1. Identify your variable
2. Identify your tails.
3. Use the inverse operation
4. WHAT YOU DO TO
ONE SIDE, YOU MUST
DO TO THE OTHER.
5. Do the math
Solving Equations using Addition and Subtraction
1. Identify your variable
2. Identify your tails.
3. Use the inverse operation
4. WHAT YOU DO TO ONE SIDE,YOU
MUST DO TO THE OTHER.
5. Do the math