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Remainder theorem

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Quadratic equations,Remainder Theorem, Inspection method, Division method

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2.6lola4
Aim-2
"kquatio two epi
eepress iors a
Connec ted 'by cquality.sign, theh
it isCalled an equation.

" Linear the degre
equation Li one,
an equatien is then it
is Said,ho be linear equati

The general form of a linear egua
Variable
where
linear
he generoal forn of
ot im
quatioM in taoo variables
*,y i5 ae t by tc 0 cwhere a'



lote : The gro
graph of a linear eqe
|ion in too variables aluays give
a straight line.

,"Suadratic equa tiorni If the
de qree of aH equation beis two,
then it is said to
equation. The geheral
quadratic tion
form of quadratic equa
is ae t bx tc= wheye

b,cEG
2.
5et6Q
of a quadyatie
"NoteThe grapk bo la.
expre s slo its,a parat
Blgori thm If fcad,
Oivi'sion polynomia
9 C*) are twoo Hort 2erOpolynornials
then there eeist
-ls
uniquelys'uch that f q
and r
9 1Y, where r = 0 or deg r< deg &
Challengers

i5 1
because degree
2


Yuadra tic equatio.

, Te 2
)




Quaclrat tq uatioD

Erasghtne
Both 6 B are
P's true.ii
false
(a l+l b) 0
t.
by
3 2
+ 5 +5


f(*) 3 2


{ (-1) C-ij².56~1)i 5

Document information

School year
1
Uploaded on
March 31, 2025
Number of pages
25
Written in
2024/2025
Type
Class notes
Professor(s)
Indu
Contains
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