Summary

Summary- RVE's and Factoring

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Course
Functions

Institution
11th Grade

If you are sitting in math class, feeling a bit overwhelmed by all the concepts, I have the perfect notes for you. These handwritten notes are going to save you so much time and brain power. This awesome set includes descriptions, explanations and relative examples. With these notes in hand you wil...

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Uploaded on February 20, 2024
Number of pages 1
Written in 2023/2024
Type Summary

math
factoring
solving rve
reveiw
grade 11 math
easy
equations
factors
adding
subtracting rve
multiplying rve
dividing rve
rational variable expressions
notes

Institution Secondary school
Education 11th Grade
Course Functions
School year 1

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R U E N O TE
m u l t ip ly in g R V E S

1 f a c t o r n u m e r a t o r & D e n o m in a t o r
2 s t a t e r e s t r i c t io n s f ro m d e n o m in a to r
3 c a n c e l / d iv i d e e q u iv i l e n t F a c t o rs t o p / b o t t o m
4 s im p lify / r e d u c e c o e f f ic ie n t s

2 × 2 + 5 × + 2 2 × 2 - 11× + 15
4 × 2 - 8 × - 5 ( 3 × + 116 × +2 )
2 ✗ 2 = 4 2 × 15 = 3 0
- ⟂
¼ × - ¥ I : =
4 × - 5 = - 2 0

⇐ =
( x + 2) ( 2 x +, : & ! 5 × ) ( x - 3 )
(2 x - 5 ) ( 2 x + 1) ( 3 x + 1) ( x + 2 )

✗ - 3
✗ ≠ - ⅓ , - 2 , - ½ , ½
3 × + 1

A d d in g a n d s u b t r a c t in g
D iv i d i n g R V -
1 . F a c t o r n u m e r a t o r & D e n o m in a t o r
* I f d i v i d in g i n v e r t & m u lt ip ly a f ter
2 . S t a t e a l l P o s s ib l e r e s t r ic t io n s
d iv is o n s ig n .
3 . d e t e r m in e L C O * S t a te a n y n e w r e s t r ic t io n s
4 . m u lt i p l y e x p r e s s io n b y m i s s in g fa c t o r
2 3× x + 8 : ( ¥ ; )
5 . a d d / s u b t r a c t n u m e r a t o r b u t k e e p d e n o m in a t o r t h e s a m e
2 1 × + 4 ) ÷ 4 1 × + 4 ) → 2 ✗ 1- 4 ) 2 R y
3 x 2 × 2 9 3 X - 4

5 4 8 ' ⇒
- y

4 5
+
( ✗ + 2 ) ( x - 1) 2 ✗ + 2 ) - ( x - 1)
( ✗ + 3 ) ( ✗ + 2 ) ( × + 2 ) ( x - 2 )

5 6 × + 2 ) > ( x - 1)
> ( x - 2 ) 4 ( ✗ + 3 ) ( ✗ + 2 ) ( ✗ 1- 2 ) ( x - 1 ) ² + ( x + 2 5 ( x - 1) ( x - 1)
( x - 2 ) ( ✗ 1- 3 ) ( ✗ + 2 ) ( ✗ + 2 ) ( x - 2 ) ( ✗ + 3 )
5 × + 1 0 + > × - T
✗ ≠ - 2 , 1
( ✗ + 2 ) 2 ( × - 1) 2
7 × - 14 - 4 × + 12 3 x - 2
( x - 2 ) ( ✗ + 3 ) ( ✗ + 2 ) ( x - 2 ) ( ✗ + 3 ) ( ✗ + 2 )
12 × + 3 3 1 4 × + 1)
( x + 2 ) E x - 1) 2 ( ✗ + 2 ) - ( x - 1) 2
# 2 , - 3 , - 2

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