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f ( x ) is a monic quadratic polynomial with positive real roots, and satisfies f ( 1 ) = 729 . What is the minimium value of f ( 0 ) ? Note: A monic polynomial has a leading coefficient of 1, i.e. f ( x ) = x n + … for some non-negative integer n . f(x)is a monic quadratic polynomial with positive real roots, and satisfies f(1)=729. What is the minimium value of f(0)? Note: A monic polynomial has a leading coefficient of 1, i.e. f(x)=xn+… for some non-negative integer n.
f(x)is a monic quadratic polynomial with positive real roots, and satisfies f(1)=729. What is the minimium value of f(0)?
Note: A monic polynomial has a leading coefficient of 1, i.e. f(x)=xn+… for some non-negative integer n.
Ans:Hello Student,Please find answer to your question belowf(x) is a monic quadratic polynomial with positive real roots.
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