Who Can Do it Class 10 Polynomial:- (4u^2+ 8u)
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Answered by
0
(4u)*(u+2)=0
4u=0 or u+2=0
Therefore, u=0 or u=-2
4u=0 or u+2=0
Therefore, u=0 or u=-2
Answered by
1
★ Ello ★
here is your answer ;-
f ( u ) = 4 u² + 8
f ( u ) = 4u ( u + 2 )
the zeros of u are given by f ( u ) = 0
now ,
f ( u ) = 0
=>. 4u ( u + 2 ) = 0
u = 0
or ,
u = -2
hence , the zeros of f ( u ) are :-
★ 0 , - 2 ★
hope it helps you dear !!
here is your answer ;-
f ( u ) = 4 u² + 8
f ( u ) = 4u ( u + 2 )
the zeros of u are given by f ( u ) = 0
now ,
f ( u ) = 0
=>. 4u ( u + 2 ) = 0
u = 0
or ,
u = -2
hence , the zeros of f ( u ) are :-
★ 0 , - 2 ★
hope it helps you dear !!
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