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If one zero of the polynomial x2-4x+1 is 2+√3, write the other zero.

Answer:
If we have one zeros As ( a + b ) than another zeros is it's conjugate term that is ( a - b ) .

Here we can see that one zeros of the equation x2 - 4x + 1 is = 2 + √3

​Therefore our second zeros is As : 2 - √3                              ( Ans )
 

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ALWAYS REMEMBER: Whenever one of the zeroes of a quadratic equation is a + √b, the other zero must be a - √b. In this case, a = 2 and b = 3. So, the other zero will be a - √b = 2 - √3

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