How do you factorise polynomials of the form
ax3 + bx2 + cx + d ?
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ax3+bx2+cx+d
=x(a3+b3+x)+d
=x(a3+b3+x)+d
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To factorise such polynomials follow the steps below
1-Find all the factors of the constant term .
2-Find the factor which is a zero of the polynomial.
3-If suppose -1 is a zero then divide the polynomial by x+1 .
4-After you get the quotient factorise it by splitting the middle term.
5-At the end the factorised polynomial is the divisor you took in step 3 * the the answer you get in step 4 .
I guess its a bit complicated for you
Please mark as brainliest if helpful :)
1-Find all the factors of the constant term .
2-Find the factor which is a zero of the polynomial.
3-If suppose -1 is a zero then divide the polynomial by x+1 .
4-After you get the quotient factorise it by splitting the middle term.
5-At the end the factorised polynomial is the divisor you took in step 3 * the the answer you get in step 4 .
I guess its a bit complicated for you
Please mark as brainliest if helpful :)
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TheRacer:
Thanks a lot !
Well it was a bit confusing and complicated :)
Hmm I see
Thanks for explaining @manish. :)
Thanks . It is pleasure to note that it has helped you :)
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