If a Quadratic Polynomial F(X) is Factorizable into Linear Distinct Factors, Then What is the Total Number of Real and Distinct Zeros of F(X)? - Mathematics
If a quadratic polynomial f(x) is factorizable into linear distinct factors, then what is the total number of real and distinct zeros of f(x)?
If a quadratic polynomial `f(x)= ax^2 + bx + c` is factorized into linear polynomials then the total number of real and distinct zeros of `f(x)` will be `2`.
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