Answer:
3pqr^2 (5pr^6 + r^3 - 6s)
Step-by-step explanation:
*Factoring 15p^2qr^8 + 3pqr^5 - 18pqr^2s by finding the term's common factor: 3pqr^2
*then dividing the constants by 3 and subtracting pqr^2 to each of their exponents, we have:
= 3pqr^2 (15p^2qr^8 + 3pqr^5 - 18pqr^2s)
*simplifying:
= 3pqr^2 (5pr^6 + r^3 - 6s)
Copyright © 2024 EHUB.TIPS team's - All rights reserved.
Answers & Comments
Answer:
3pqr^2 (5pr^6 + r^3 - 6s)
Step-by-step explanation:
*Factoring 15p^2qr^8 + 3pqr^5 - 18pqr^2s by finding the term's common factor: 3pqr^2
*then dividing the constants by 3 and subtracting pqr^2 to each of their exponents, we have:
= 3pqr^2 (15p^2qr^8 + 3pqr^5 - 18pqr^2s)
*simplifying:
= 3pqr^2 (5pr^6 + r^3 - 6s)