P(x)=x³–x²+x+7,Find the coefficients of the underlined term.
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Coefficient of x^3 is 1
Coefficient of x^2 is -1
Coefficient of x is 1
Constant term is 7
I hope this answer helps you
Answered by
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Hi ,
Each term of the polynomial consists
of the product of a constant called
the Coefficient of the term.
Given polynomial p( x ) = x³ - x² + x + 7
p( x ) = 1 * x³ + ( -1 )x² + 1 * x + 7
coefficient of x³ = 1 ,
coefficient of x² = -1
coefficient of x = 1
constant = 7
I hope this helps you.
: )
Each term of the polynomial consists
of the product of a constant called
the Coefficient of the term.
Given polynomial p( x ) = x³ - x² + x + 7
p( x ) = 1 * x³ + ( -1 )x² + 1 * x + 7
coefficient of x³ = 1 ,
coefficient of x² = -1
coefficient of x = 1
constant = 7
I hope this helps you.
: )
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