p(x)=x²–x³+x+1,Identify the type of the given polynomials : (on base of power)
Answers
Answered by
0
A polynomial in which highest power
of the variable is 3 is called cubic
Polynomial.
It is clear that the given polynomial
p(x) has highest power 3.
Hence
P(x) is a cubic polynomial in x.
Answered by
1
Hi ,
****************************************
We know that ,
The degree of a polynomial is the
highest degree of it's variable term.
*****************************************
Here ,
Given p( x ) = x² - x³ + x + 1
degree of x² = 2 ,
degree of - x³ = 3 ,
degree of x = 1
degree 1 = 0
Therefore ,
highest degree = 3
p( x ) degree is 3 .
p( x ) is a Cubic Polynomial.
I hope this helps you.
: )
****************************************
We know that ,
The degree of a polynomial is the
highest degree of it's variable term.
*****************************************
Here ,
Given p( x ) = x² - x³ + x + 1
degree of x² = 2 ,
degree of - x³ = 3 ,
degree of x = 1
degree 1 = 0
Therefore ,
highest degree = 3
p( x ) degree is 3 .
p( x ) is a Cubic Polynomial.
I hope this helps you.
: )
Similar questions