The document discusses order of operations and simplifying expressions. It provides rules for performing mathematical operations in the correct order, including: exponents, multiplication/division from left to right, and addition/subtraction from left to right. It then provides examples of simplifying expressions using these rules and order of operations.

4. Simplify the expressions in Column A to get
the corresponding answer in Column B
Column A Column B
 
7  1 
2
2 2
 
3 3
 5

 
4 
2
5 
1
9 
8
1 .
a
b
2 .
0 .
9- .
c
d
e
4 .
5 .
6 .
f
g
h
5 .
8 .
i


5. The operation on the set of real numbers
is governed by the following rules
MDAS
PEMDAS
MDASPE

6. Order of
Operations

7. If parentheses or fraction bar are present,
simplify within parentheses, innermost first and
above and below fraction bars separately, in the
following order
1. Apply all exponents
2.Do any multiplication or division in the order
in which they occur, working from left to
right.
3.Do any addition or subtraction in the order in
which they occur, working from left to right.
If no parentheses or fraction bar are present,
start with Step 1

8. Parentheses
Exponent
Multiplication
Division
Addition
Subtraction

9. Find the value of 423
  
4 2 3
 
4 6
10


10. Lets try some
problems!!!

11. Simplify: 16 - (-3) (8)
40
27

12. Find the value of 523
7 (3) = 21
5 + 6 = 11

13. Give the value of (-62 ÷ 4) ● 3
- 27
27

14. Perform the indicated operations:
  11 6 9 
96 11  917 153
a.
6852
6852 48 10  58
b.
25 6 7*3
211 73  22  21  43
c.

15.  
23 1
   
4 5 3 3

4 8 3
 

2 3 1
32 3
35
5
7
5





 d.

16. e.   
9 2 5 3  
9 8 5
12

28365   
  f.
2 8 3 11
 
 
82
 
2 8 33
2 41



17. Guys let’s try
some more
problems!

18. Simplify the expression
2  2 16 2 14 4        
Yes
No

19. Simplify:
 4 4 2 2 2     
Yes
No

20. Simplify:
 4 4 3 2 10 2     
Yes
No

21. Yes
No
Perform the indicated operations
 12 23  4 22 6 2 2      

22. You want
more???

23. 6 2 2 2 Simplify the expression  
- 36
- 9
36

24. 4  24 2 Simplify the expression  
2
- 2
32

25. 4  2 4 2 Simplify the expression    
2
- 2
32

26. Perform the indicated operations:
5 9 3 7 8 4 2     
0
8
9

27. What were the rules for
performing combined
operations?

28. What were the steps we
undertook in solving
series of operations?