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Solving One-Step Equations

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Solving One-Step Equations Definitions Equation A mathematical sentence stating that 2 expressions are equal. 12 3 = 9 8 + 4 = 12 Definitions Equation A ... – PowerPoint PPT presentation

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Title: Solving One-Step Equations


1
Solving One-Step Equations
2
Definitions
  • Equation A mathematical sentence stating that 2
    expressions are equal.
  • 12 3 9
  • 8 4 12

3
Definitions
  • Equation A mathematical sentence with an equals
    sign.
  • 16 5 11
  • 14 3 17

4
Definitions
  • Equals Sign () Means that the amount is the same
    on both sides.
  • 4 2 6
  • 5 2 3

5
An Equation is like a balance scale. Everything
must be equal on both sides.

10
5 5
6
When the amounts are equal on both sides it is a
true equation.

12
6 6
7
When the amounts are unequal on both sides it is
a false equation.

8
2 2
8
When an amount is unknown on one side of the
equation it is an open equation.

7
n 2
9
When you find a number for n you change the open
equation to a true equation. You solve the
equation.

7
n 2
5
10
Are these equations true, false or open?
false
  • 11 - 3 5
  • 13 4 17
  • N 4 7
  • 12 3 8
  • 3 v 13
  • 15 6 9

true
open
false
open
true
11
Definitions
  • Inverse operation the opposite operation used
    to undo the first.
  • 4 3 7 7 4 3
  • 6 x 6 36 36 / 6 6

12
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

13
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

14
Solve these equations using the inverse operations
3
  • n 4 7
  • n 5 4
  • n 4 17
  • n 6 13
  • n 7 15
  • n 8 17

9
13
19
8
9
15
Commutative Property
  • 5 4 9 4 5 9
  • a b c b a c
  • 6 3 9 3 6 9
  • x y z y x z
  • 3 4 1 8 1 3 4 8

16
Solve these equations using the commutative
property
n 4
  • n 7 7 4
  • m 2 2 5
  • z 3 3 9
  • g 6 6 11
  • s 4 4 20
  • c 8 8 32

m 5
z 9
g 11
s 20
c 32
17
The Identity Property of Addition
  • 7 0 7
  • a 0 a
  • 8 0 8
  • c 0 c
  • 2 0 2

18
Use the Identity Property of addition to solve
these problems
  • n 0 8
  • b 0 7
  • m 0 3
  • v 0 5
  • w 0 4
  • r 0 2

n 8
b 7
m 3
v 5
w 4
r 2
19
Subtraction Rules of zero
  • 7 7 0
  • n n 0
  • 4 0 4
  • n 0 n

20
Find the value of n using the rules of
subtraction
  • n - 8 0
  • n 9 0
  • n 0 7
  • n 0 9
  • n 7 0
  • n 0 5

n 8
n 9
n 7
n 9
n 7
n 5
21
Write an equation for these problems using a
variable
  • Timothy got 72 right on his timed test in July.
    He got 99 right on this same test in November.
  • Jasmin runs 15 minutes before school and 30
    minutes after school.
  • One zinger costs 25 cents. Issak bought 4.

72 n 99 or 99 72 n
15 30 n
4 x 25 n
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