Find zeroes of the quadratic polynomial 4s^2 - 4s + 1
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Answered by
13
Hi...☺
Here is your answer...✌
Let p(s) = 4s² - 4s + 1
To find zero ,we put
p(s) = 0
4s² - 4s + 1 = 0
4s² - 2s - 2s + 1 = 0
2s ( 2s - 1 ) -1 ( 2s - 1 ) = 0
(2s - 1) (2s - 1) = 0
=> s = 1/2
Here is your answer...✌
Let p(s) = 4s² - 4s + 1
To find zero ,we put
p(s) = 0
4s² - 4s + 1 = 0
4s² - 2s - 2s + 1 = 0
2s ( 2s - 1 ) -1 ( 2s - 1 ) = 0
(2s - 1) (2s - 1) = 0
=> s = 1/2
Answered by
3
4s^2 - 4s + 1
4s^2 -2s - 2s +1
2s (2s - 1) -1 (2s - 1)
2s - 1 = 0. & 2s - 1 = 0.
s = 1/2. & s = 1/2.
So, zero of equation is 1/2
4s^2 -2s - 2s +1
2s (2s - 1) -1 (2s - 1)
2s - 1 = 0. & 2s - 1 = 0.
s = 1/2. & s = 1/2.
So, zero of equation is 1/2
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