Find all the real zeros of teh polynomial. Use the

Oberlaudacu

Oberlaudacu

Answered question

2021-12-15

Find all the real zeros of teh polynomial. Use the Quadratic Formula if necessary given.
P(x)=4x36x2+1

Answer & Explanation

Barbara Meeker

Barbara Meeker

Beginner2021-12-16Added 38 answers

Step 1
Zeroes are those values for the polynomial which gives zero value for the polynomial when replaced for the independent variable. Highest power of polynomial is the degree of the polynomial.
Degree of polynomial is the highest power that the polynomial has. Leading coefficient is the coefficient of the term in polynomial which has highest power.
X-intercept is the point where graph of polynomial function touches/crosses x-axis, i.e y=0. Y -intercept is the point where graph of polynomial function touches/crosses y-axis-axis, i.e x=0
Step 2
Solving our given polynomial for zeroes, we get
P(x)=4x36x2+1=0
=(2x1)(2x22x1)=0
Solving the quadrating we get total of three zeroes for the polynomial.
Hence zeroes are x=12,12±32
Ben Owens

Ben Owens

Beginner2021-12-17Added 27 answers

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