find the zero's of the quadratic polynomials and verify the relationship between the zeros and coefficients.
i) 4U2-8u. ii)t2-15
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Answered by
4
4U^2-8u=0
4u^2=8u
U^2=2
U=2^1\2
T^2=15
T=15^1/2
4u^2=8u
U^2=2
U=2^1\2
T^2=15
T=15^1/2
Answered by
4
Let the given quadratic polynomial be f (u) =
4u2 + 8u.
The zeroes of the quadratic polynomial are obtained by putting f
(u) = 0
4u2 + 8u + 0 = 0
⇒4u2 + 8u = 0
⇒ 4u (u + 2) = 0
⇒ u = 0 or u + 2 = 0
⇒ u = 0 or u = –2
Therefore, zeroes of the quadratic polynomials are 0, –2
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