a+3=8
a=5
a-5=4
a=9
Give me an example of a variable
any letter
5a = 25
a=5
\frac[a]9 = 9
a = 81
x + 8 = 12
x = 4
5=j-34
j=39
Define inverse operation
opposite operations
or
operations that undo each other
15n = 645
n = 43
5 = \frac[m]7
m = 35
a + \frac[1]4 = 8
a = 7\frac[3]4
6.6=w-1.2
w = 7.8
What is the inverse operation of addition?
Subtraction
12s = 120
s = 10
4.7 = \frac[y]3
y = 14.1
a + 34.7 = 120
a = 85.3
y-1.2=4.8
y=6
Name the 4 operations
addition, subtraction, multiplication, division
72 = 0.6r
r = 120
\frac[d]9.2 = 5.3
d = 48.76
x + \frac[3]8 = 5\frac[3]4
x = 5\frac(3)8
b - \frac[3]15 = 1
b = 1\frac[3]15 or 1\frac[1]5
What can you do to check your answer when solving?
Plug your answer into the original equation
\frac[5]6k = \frac[1]6
k= \frac[1]5
1.4 = \frac[c]1.4
c = 1.96