If α and β are the zeros of the quadratic polynomial f(x) = 2x2 -5x + 7, find a polynomial whose zeros are 2α+ 3β and 3α+ 2β?
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Answers
zeroes of polynomial are 2α and 2β
zeroes of polynomial are 2α and 2βso
zeroes of polynomial are 2α and 2βso sum of zeroes =
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)1
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)1 polynomial =
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)1 polynomial = x ² - ( sum of zeroes )x + product of zeroes
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)1 polynomial = x ² - ( sum of zeroes )x + product of zeroesx² - (-2)x +1
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)1 polynomial = x ² - ( sum of zeroes )x + product of zeroesx² - (-2)x +1x² +2 x+1
zeroes of polynomial are 2α and 2βso sum of zeroes = 2α + 2 β2(α+β) from (i)2(-1)-2product of zeroes (2α)(2β)4αβ4 (1/4) from (ii)1 polynomial = x ² - ( sum of zeroes )x + product of zeroesx² - (-2)x +1x² +2 x+1MARK BRAINLIEST...
Answer:
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