find the cubic polynomial wiyh the sum of the product of its zeros taken two at a time , and the product of its zeros as 2 ,-7, -14
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Let S1 be the sum of zeroes
S2 be the sum of zeroes take two at a time
and, P be the product
So, Polynomial is x³ -(S1)x² -(S2)x + (P)
= x³ -2x² +7x -14
S2 be the sum of zeroes take two at a time
and, P be the product
So, Polynomial is x³ -(S1)x² -(S2)x + (P)
= x³ -2x² +7x -14
Anonymous:
awesome
Answered by
2
From the question,
= x³ - (sum of zeroes)x² + (product of zeroes taken two at a time)x - (product
of zeroes)
= x³ - (2)x² + (-7)x - (-14)
= x³ - 2 x² - 7 x + 14
____________________________________________________________
☺☺☺ Hope this Helps ☺☺☺
= x³ - (sum of zeroes)x² + (product of zeroes taken two at a time)x - (product
of zeroes)
= x³ - (2)x² + (-7)x - (-14)
= x³ - 2 x² - 7 x + 14
____________________________________________________________
☺☺☺ Hope this Helps ☺☺☺
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