24a^6b+60a^3+150a^2b^3 factor polynomial?
回答 (6)
2008-12-20 2:16 pm
✔ 最佳答案
24a^6b+60a^3+150a^2b^3=3a^2[8a^4b+20a+50b^3] answer
2008-12-20 2:04 pm
Why am I doing your HW?
2008-12-20 2:22 pm
2a²(12a^4b+30a+175b³)
2008-12-20 2:21 pm
24a^6b + 60a^3 + 150a^2b^3
= 6(4a^6b + 10a^3 + 25a^2b^3)
= 6a^2b(4a^4 + 10a + 25b^2)
= 6(4a^6b + 10a^3 + 25a^2b^3)
= 6a^2b(4a^4 + 10a + 25b^2)
2008-12-20 2:12 pm
well it is very long so i am telling the answer
as per me
here i am denoting root { 144a^6 - 900ab^3} as P as it is very lenthy
so answer is
{ x+ (12a^3 - p)/150 }{ x+ (12a^3 + p)/150 }
as per me
here i am denoting root { 144a^6 - 900ab^3} as P as it is very lenthy
so answer is
{ x+ (12a^3 - p)/150 }{ x+ (12a^3 + p)/150 }
2008-12-20 2:10 pm
First, take out the GCF (what's in all the terms), which is 6a^2.
24a^6b+60a^3+150a^2b^3
6a^2(4a^4b+10a+25b^3)
I don't think that can be factored anymore.
24a^6b+60a^3+150a^2b^3
6a^2(4a^4b+10a+25b^3)
I don't think that can be factored anymore.
收錄日期: 2021-05-01 11:44:07
原文連結 [永久失效]:
https://hk.answers.yahoo.com/question/index?qid=20081220060117AA9nmOr