Divide 64y^3-1000 by 8y-20.
Class 10
Answers
Answered by
62
Hi friend!!
Given,
64y³-1000
=(4y)³-(10)³
We know that a³-b³=(a-b)(a²+b²+ab)
=(4y-10)(16y²+100+40y)
=2(4y-10)(8y²+50+20y)
=(8y-20)(8y²+50+20y)
When we divide this by 8y-20, we get 8y²+50+20y
I hope this will help you ;)
Given,
64y³-1000
=(4y)³-(10)³
We know that a³-b³=(a-b)(a²+b²+ab)
=(4y-10)(16y²+100+40y)
=2(4y-10)(8y²+50+20y)
=(8y-20)(8y²+50+20y)
When we divide this by 8y-20, we get 8y²+50+20y
I hope this will help you ;)
DhanyaDA:
okay
Answered by
21
hey friend!
Here ur ANS
____________
➡ 64y^3 -1000/8y -20
➡ (4y)^3 -10^3 / 8y-20
➡ (4y -10) ( 16y^2 +100 + 40y)/ (8y-20)
➡ (4y-10)(16y^2 +100) +40y) / 2(4y-10)
➡ ( 16y^2+100+ 40y) / 2
➡ 2(8y^2 +50 +20y)/2
➡ 8y^2 +50+ 20y
Here ur ANS
____________
➡ 64y^3 -1000/8y -20
➡ (4y)^3 -10^3 / 8y-20
➡ (4y -10) ( 16y^2 +100 + 40y)/ (8y-20)
➡ (4y-10)(16y^2 +100) +40y) / 2(4y-10)
➡ ( 16y^2+100+ 40y) / 2
➡ 2(8y^2 +50 +20y)/2
➡ 8y^2 +50+ 20y
Similar questions