Factorize the above expression
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PLEASE MARK IT AS BRAINLEST ,
x4 – 3x - 2 has one root between 1 and 2 and one root between 0 and
-1.(if your question is right) else
Please check your question x4 – 3x + 2 instead of x4 – 3x – 2.
Here i will take positive in meddle term
So equation is x^4+3x+2.
Here there are four methods for finding solution of this polynomial.
We using NEWTOWN RAPSON method .
For this method first we find nearest value of the given equation .
Here f(x)=x^4+3x+2
Find value for f(x) lies between positive and negative value.
f(-0.7)=(-0.7)^4+3(-0.7)+2 =0.1401
f(-0.8)=(-0.8)^4+3(-0.8)+2=0.0096
f(-0.9)=(-0.9)^4+3(-0.9)+2= -0.0439
Here answer is lies between -0.9 to -0.8
f'(x)=4x^3+3
Take x= -0.8 (also you can calculate using take x=-0.9)
x4 – 3x - 2 has one root between 1 and 2 and one root between 0 and
-1.(if your question is right) else
Please check your question x4 – 3x + 2 instead of x4 – 3x – 2.
Here i will take positive in meddle term
So equation is x^4+3x+2.
Here there are four methods for finding solution of this polynomial.
We using NEWTOWN RAPSON method .
For this method first we find nearest value of the given equation .
Here f(x)=x^4+3x+2
Find value for f(x) lies between positive and negative value.
f(-0.7)=(-0.7)^4+3(-0.7)+2 =0.1401
f(-0.8)=(-0.8)^4+3(-0.8)+2=0.0096
f(-0.9)=(-0.9)^4+3(-0.9)+2= -0.0439
Here answer is lies between -0.9 to -0.8
f'(x)=4x^3+3
Take x= -0.8 (also you can calculate using take x=-0.9)
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