Write the coefficient of x2 in (x+1)3
Answers
Answered by
2
Answer:
Cofficient of x² is 0 in (x + 1)3.
Answered by
1
Answer:
Write the coefficient of x2 in (x+1)3
Step-by-step explanation:
The given polynomial can be written as:
The given polynomial can be written as:(x−1)(3x−4)=3x
The given polynomial can be written as:(x−1)(3x−4)=3x 2
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4=3x
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4=3x 2
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4=3x 2 −7x+4
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4=3x 2 −7x+4So, coefficient of x
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4=3x 2 −7x+4So, coefficient of x 2
The given polynomial can be written as:(x−1)(3x−4)=3x 2 −4x−3x+4=3x 2 −7x+4So, coefficient of x 2 in the given polynomial is 3.
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