find...fast. ..full process......
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answer in the pic...
hope this helps and please mark my answer as brainliest....
hope this helps and please mark my answer as brainliest....
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adityatech:
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Hi ,
Given polynomial f( x ) = x² - 2
To find zeroes of f( x ) , take f( x ) = 0 ,
x² - 2 = 0
x² - ( √2 )² = 0
( x + √2 )( x - √2 ) = 0
Therefore ,
x + √2 = 0 or x - √2 = 0
x = -√2 or x = √2
- √2 , √2 are two zeroes of f ( x ).
verification :
compare f( x ) , with ax² + bx + c , we get
a = 1 , b = 0 , c = -2
i ) sum of the zeroes = - b/a
- √2 + √ 2 = - 0/1
0 = 0
ii ) product of the zeroes = c/a
( -√2 )( √2 ) = -2/1
-2 = -2
I hope this helps you.
: )
Given polynomial f( x ) = x² - 2
To find zeroes of f( x ) , take f( x ) = 0 ,
x² - 2 = 0
x² - ( √2 )² = 0
( x + √2 )( x - √2 ) = 0
Therefore ,
x + √2 = 0 or x - √2 = 0
x = -√2 or x = √2
- √2 , √2 are two zeroes of f ( x ).
verification :
compare f( x ) , with ax² + bx + c , we get
a = 1 , b = 0 , c = -2
i ) sum of the zeroes = - b/a
- √2 + √ 2 = - 0/1
0 = 0
ii ) product of the zeroes = c/a
( -√2 )( √2 ) = -2/1
-2 = -2
I hope this helps you.
: )
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