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Order Of Operations
If an expression has more than one operation, the order in which you do the operations becomes important.
If the expression has parentheses, you should first do the operations inside parentheses.
After taking care of parentheses, you can do all multiplication and division operations.
Finally, you can do all addition and subtraction operations.
The mnemonic "P
ally" (PEMDAS) commonly used to remember the order:
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Top Order Of Operations Worksheets
arithmetic operations, operations, order of operations, .
Evaluating Expressions By Substitution Of Variables Using Order Of Operations Video Clip
Order Of Operations Pemdas Video Clip
Order Of Operations Pemdas
Video Clip Length:
1 minute 60 seconds
Video Clip Views:
This tutorial will show you how to figure out the evaluate the expression by using the order of operations. We will work with parentheses, then exponents, then multiply by the coefficient and then subtract.
Evaluating Expressions By Substitution Of Variables Using Order Of Operations 2 Video Clip
Order Of Operations Video Clip
Order Of Operations 2 Video Clip
Order Of Operations Pemdas 2 Video Clip
Order Of Operations Pemdas 2
Video Clip Length:
1 minute 22 seconds
Video Clip Views:
This tutorial will show you how to evaluate the expression by using the order of operations. You will be able to learn which operation comes first. You do multiplication first, then addition and then subtraction(going from left to right).
Order Of Operations 4 Video Clip
Order Of Operations 7 Video Clip
Order Of Operations 3 Video Clip
Order Of Operations 6 Video Clip
Top Order Of Operations Word Problems
Homework Help Questions
- Find the product of x2 + 7x - 2 with the quotient of (16x5+6x4+24x3)/4x
- (-6) × 30 / (-3) + 5
- 90 - (2+3) - 15
- What is twenty divided by four times the cube root of two minus two?
- 5n + 7=7n / 5
- (1/2-1/3)×(1/4+1/5 / 1/6)
- (7+6) × 7- 9(1+5)
- Write a problem. Make an expression about pemdas. Then evaluate.
- 2+(5x+4)y x=-3 y=3
- Five people in Jackson's office bought $10.00 in lottery tickets each Friday. In a year, they won $35, $50 and $75. How much did each person lose?
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