The document discusses dividing algebraic expressions and provides steps to follow. It begins by reviewing factors, common factors, and factoring. It then presents the properties of dividing algebraic expressions, which are to find the quotient of the coefficients, find the quotient of factors with the same variable, and multiply the two quotients. Examples of dividing algebraic expressions are provided. Readers are encouraged to try problems on their own before asking others for help. The document concludes by thanking the reader.

1. Division of
Algebraic
Expressions

2. DO YOU STILL REMEMBER ABOUT : MULTIPLICATION ?

3. BEFORE CONTINUE, LET’S MEMORIES ABOUT
Factor
Common Factor
GCF (HCF)
Factorise
Factorisation

4. EXAMPLES :
If
- 2.3.4.5 = 120, so…..
2,3,4,5 are factors of 120
- Factors of 54 are…..

5. PROPERTIES OF DIVISION ALGEBRAIC FORMS

6. a. Find the quotient
of the coefficients
b. Find the quotient
of the factors of
the same variable
c. Multiply the
quotient of step a
by the quotient of
step b
Carilah hasil bagi
koefisien-
koefisiennya
Carilah hasil bagi
faktor-faktor dari
variabel yang
sama
Kalikanlah hasil bagi
dari langkah a
dengan hasil bagi
dengan langkah b
TO FIND THE QUOTIENT ON AN ALGEBRAIC
EXPRESSION THE STEPS ARE :

7. FIND THE QUOTIENT ON FOLLOWING ALGEBRAIC
FORMS

8. SOLUTION

9. WOULD YOU LIKE TO TRY GETTING SOLUTION FROM
OTHERS EXERCISES ?
Please do it by your self first if you can’t do it try asking to your friends or
teachers……

10. DON’T BE GIVE UP

11. LAWAN KEMALASAN DEMI MENCAPAI CITA-CITA

12. GOOD LUCK…….

13. BUKU SUMBER
Pelajaran MATEMATIKA BILINGUAL
Untuk SMP/MTs
Penulis :
- Cucun Cunayah
- Ahmad Zaelani
- Suwah Seembiring
Copyright 2010 pada CV YRAMA WIDYA

14. TERIMA KASIH…..THANKYOU…..