Order+of+Operations+1B

__Order of Operations__ (PEMDAS)
 * -**When to go left to right and why?

p- Parenthesis e- Exponents m-Multiplication d-division a-addition s-subtraction
 * MAKE SURE YOU ALWAYS FOLLOW PEMDAS**

Example:

4+2x3

Choice 1.

(4+2)3 6(3)=18

OR

Choice 2: 4+ (2x3) 4+6=10 Choice two is correct, because multiplication comes before addition in PEMDAS 6.That’s true because there is a specific order that you need to follow to correctly solve the problem of order of operations. If you don’t, then your answer will be wrong. You usually have to solve the multiplication/division problems or the problems in parenthesis or brackets first. Example: Wring way: 4+(3*6)=42 Right way: 4+ (3*6)=22
 * This is right because you multiplied the problem in parenthesis and then added 4 to it.

6.That’s true because there is a specific order that you need to follow to correctly solve the problem of order of operations. If you don’t, then your answer will be wrong. You usually have to solve the multiplication/division problems or the problems in parenthesis or brackets first. Example: Wring way: 4+(3*6)=42 Right way: 4+ (3*6)=22 edited by Natalie Sanchez
 * This is right because you multiplied the problem in parenthesis and then added 4 to it.


 * __Jareese Long__**

Order of Operations

The statement that when simplifying equations you may get two different answers if you do not follow the order of operations is true. The order of operations should go in the order below. Lets use the problem below to demonstrate this: (2+3)4+5 The problem says to add the 2 and 3 together first then multiply it by the 4 and last add 5. In the order of operations, it says to use the parentheses first. But we’re going to do what’s outside of the parentheses first. 4+5=9 2+3=5 9x5=45 The result of the problem was 45 when we didn’t follow the order of operations. Now lets try solving the problem when using the order of operations. 2+3=5 5x4=20 20+5=25 When using order of operations correctly, we end up with the correct answer of 25.
 * P**arentheses
 * E**xponent
 * M**ultiply
 * D**ivide
 * A**dd
 * S**ubtract