WARM-UPS
- Make sure you have completed the warm-up problem for each day
- Make sure you show all of your steps
- Make sure you have completed the warm-up problem for each day
- Make sure you show all of your steps
NOTES
- Complete your notes during class
- Make sure to fill in words for each sentence frames
- Use these notes when complete your practice
- Complete your notes during class
- Make sure to fill in words for each sentence frames
- Use these notes when complete your practice
PRACTICE
- Complete the practice problem
- Make sure you show each step
- Complete the practice problem
- Make sure you show each step
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Mon. April 5Loading...
Tues. April 6Loading...
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NOTES:1.) Like Terms: terms with the same ________ or same ________ and ________ . All constants are like terms.
2.) Combining like terms creates __________ expressions. The original expression and the new expression have the same value but look different.
3.) When combining like terms, the addition or subtraction _____ in FRONT of the term must stay ____________ to the term.
4.) Identify the like terms. Then reorganize the terms so like terms are next to each other. Then combine like terms by ______ or ___________.
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PRACTICE:a.) 4h + 3x + 5h + x
b.) 8y + 6 + 3 + 4y + 1+ k
c.) 9m + 10p − 3p − 2m + 4m
d.) 12x2 + 5 - 7x2 + 3x + 6
Use this video to review!
Step #1: Identify the like terms by highlighting with different colors or using different shapes to surround the terms.
Step #2: Reorganize the expression so like terms together.
Step #3: Combine Like Terms to create an equivalent expression.
Monday's Homework
4f + 9n + 2f + 3n
-3u + 5s - 2s + 2u
8b - 9 + 2b + 11
3e - 2 + 10 + 9e
Wednesday's Homework
8s + 2L - 15 s + 14L
-4k + 9 - 7 + 2k
16 - 4p + 4p + 7
extension: 3e^2 - 4 + 7e^2 + 6
Exit Ticket!
Directions:
Solve both of these problems on your own with no notes and no help.
Solve both of these problems on your own with no notes and no help.
1. 9c + 4 -3c + 6
2. 4f - 3 + 9 + 5p