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Ifalpha and beta are zeros of …

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Ifalpha and beta are zeros of polynomial 6 x square - 7 x minus 3 then form of quadratic polynomial where zeros are 2 alpha and 2 beta
  • 1 answers

Neha Panchal 6 years, 5 months ago

First take out the sum of the quadratic equation is alpha + beta is equals to minus 7 upon 6 then taken out the product of the quadratic equation which is 3 upon 6 is equals to 1 by 2 now the sum of zeros for the required polynomial to 2alpha + 2 Beta is equals to 2( alpha + beta) which is 2 into minus 7 by 6 minus = 7 by 3 Now product of zeros for the required polynomial Two Alpha into two beta where we take to as common 2 into 1 by 2 is equals to 1 so show for the making of the quadratic polynomial we have f of X is equals to K whole bracket x square+ 7 by 3 x plus one
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