Gio(aetorisaian)(mLA
DEind the mainder (eithaut diisan)
PAGE:
|DATE:
a)Wonq memaindert the aremttnd the
nemainder an diidng 3?+ 5x- 11 by
Pind the Nemaimder(thaut diisin
m diiding 3x?+5-14z -4by 3xt1.
hen 432-tt4 diided bt
|au o he comtantk
5)|hat mumbre houd oe addd to
23-32- bo that the neouting
fatynamial oauses the nemainder
G) Thebotunamiale a-Txt+7x-a and
deae the Aame emaindor, And tthe
PAGE:
DATE:||
DTA xand T ate the renainde nrhen
the batunamials °+2-5ax-t and
a - 12x+6 ace divided Joly -1 and
+2 neobactivel then hind the aue of
a aaven that ar,t r,=2.
8)Shauw that (a-5) and (az- 4) arte
Jactas_ o a-1Az5.
q Sho that lot) and (3z+) ase botth
tactars at 6z?4A4-3-2
diiaible by a-3x+2
1o ithaut aetual diisionbaethat
1Shou) that la43) in a actox of 2x-24.
Hancaactrsia 2-x-24.
3-72t4x-8. Hence ,emblately
actociAL the abae ezbxeoniam
13Shaw that az+ isatacta o
2x4 -4x -44. HeneetaetoiL
&tz'-4x-14.
14)Uaeactor theorem to tactoonise
cametay got-4z-4
PAGE:
DATE: |
-4x-4
actor ?+2-x t 10, Henca,determine
hethe (+5)is aloo a
kactor
factar.
17) aat number muot be ubtacted
Lom A6°-8ttsothat the
18)Giorn that t2 and x+3 are facts
Lo t azt-b. Aetermine the values
ot a and.
19Gusen that (zt)and (a-)ane tactors.
a and ith these vauen o a and
PAGE:
DATE:
20 az'taxtbx-2 hana factar a+2)
andoaer o mander shendided
by &z-3, ind the vaes of a and b.
ot
With thene values o a and b, kactorise the
qiven bolnamial camþletels

ICSE Grade 10 Mathematics Factorisation Worksheet (MLA)

  • 1.
    Gio(aetorisaian)(mLA DEind the mainder(eithaut diisan) PAGE: |DATE: a)Wonq memaindert the aremttnd the nemainder an diidng 3?+ 5x- 11 by Pind the Nemaimder(thaut diisin m diiding 3x?+5-14z -4by 3xt1. hen 432-tt4 diided bt |au o he comtantk 5)|hat mumbre houd oe addd to 23-32- bo that the neouting fatynamial oauses the nemainder G) Thebotunamiale a-Txt+7x-a and deae the Aame emaindor, And tthe
  • 2.
    PAGE: DATE:|| DTA xand Tate the renainde nrhen the batunamials °+2-5ax-t and a - 12x+6 ace divided Joly -1 and +2 neobactivel then hind the aue of a aaven that ar,t r,=2. 8)Shauw that (a-5) and (az- 4) arte Jactas_ o a-1Az5. q Sho that lot) and (3z+) ase botth tactars at 6z?4A4-3-2 diiaible by a-3x+2 1o ithaut aetual diisionbaethat 1Shou) that la43) in a actox of 2x-24. Hancaactrsia 2-x-24. 3-72t4x-8. Hence ,emblately actociAL the abae ezbxeoniam 13Shaw that az+ isatacta o 2x4 -4x -44. HeneetaetoiL
  • 3.
    &tz'-4x-14. 14)Uaeactor theorem totactoonise cametay got-4z-4 PAGE: DATE: | -4x-4 actor ?+2-x t 10, Henca,determine hethe (+5)is aloo a kactor factar. 17) aat number muot be ubtacted Lom A6°-8ttsothat the 18)Giorn that t2 and x+3 are facts Lo t azt-b. Aetermine the values ot a and. 19Gusen that (zt)and (a-)ane tactors. a and ith these vauen o a and
  • 4.
    PAGE: DATE: 20 az'taxtbx-2 hanafactar a+2) andoaer o mander shendided by &z-3, ind the vaes of a and b. ot With thene values o a and b, kactorise the qiven bolnamial camþletels