Factor completely 6a^{2}b^{3}+4a^{5}b^{2}-12a^{6}b^{4}

sputneyoh

sputneyoh

Answered question

2021-12-10

Factor completely
6a2b3+4a5b212a6b4

Answer & Explanation

Vivian Soares

Vivian Soares

Beginner2021-12-11Added 36 answers

Step 1
Consider the provided expression:
6a2b3+4a5b212a6b4
Step 2
Now, take out the least power of a that is a2 from all the terms:
a2(6b3+4a3b212a4b4)
Step 3
Now, take out the least power of b that is b2 from all the terms:
a2b2(6b+4a312a4b2)
Step 4
Now, further take the least common divisor (constant term) that is 2 from all the terms and get the required factorization:
2a2b2(3b+2a36a4b2)

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