A quadratic polynomial, the sum of whose zero's is 0 and one zero is 3, is a) x²-9. b) x²+9. c) x²+3. d) x²-3
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Answer :
option (a) x² - 9
Given :
‣‣ Sum of zeroes = 0
‣‣ One zero = 3
To find :
‣‣ Quadratic polynomial
Solution :
Let other zero be 'a'
‣‣‣ Sum of zeroes = 0
3 + 'a' = 0
a = -3
Other zero = -3
• The zeroes are 3 and -3.
Let's find product of zeroes,
= 3 × (-3)
= -9
‣‣‣ Product of zeroes = -9
- The quadratic polynomial will be in the form of
x² - (sum of zeroes)x + (product of zeroes)
x² - (0)x - 9
x² - 9
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