Answer:
Zeroes of a polynomial represents its roots.
Let α=2+3,β=2−3
Sum of the roots: α+β=2+3+2−3=4
Product of the roots: αβ=(2+3)(2−3)=22−(3)2=4−3=1
We know a polynomial can be written as x2−(sum of the roots)x+product of the roots=x2−4x+1
Hence the quadratic polynomial is x2−4x+1
Step-by-step explanation:
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Answer:
Zeroes of a polynomial represents its roots.
Let α=2+3,β=2−3
Sum of the roots: α+β=2+3+2−3=4
Product of the roots: αβ=(2+3)(2−3)=22−(3)2=4−3=1
We know a polynomial can be written as x2−(sum of the roots)x+product of the roots=x2−4x+1
Hence the quadratic polynomial is x2−4x+1
Step-by-step explanation:
i think this is helpful for you
hi
you remember me
Answer:
Answer:
Zeroes of a polynomial represents its roots.
Let α=2+3,β=2−3
Sum of the roots: α+β=2+3+2−3=4
Product of the roots: αβ=(2+3)(2−3)=22−(3)2=4−3=1
We know a polynomial can be written as x2−(sum of the roots)x+product of the roots=x2−4x+1
Hence the quadratic polynomial is x2−4x+1
Step-by-step explanation:
i think this is helpful for you
hi
you remember me