hey guys my brain just blew up and i forgot how to do this: factorise 25y - y^3
iJimmy not dead Joined Oct 2, 2013 Messages 1,594 Gender Undisclosed HSC N/A Oct 4, 2013 #1 hey guys my brain just blew up and i forgot how to do this: factorise 25y - y^3
H Hoggy70 New Member Joined Oct 1, 2013 Messages 16 Gender Male HSC 2013 Oct 4, 2013 #3 y(25-y^2) =y(y-5)(y+5)
S Smile12345 Active Member Joined May 30, 2013 Messages 827 Gender Undisclosed HSC 2014 Oct 4, 2013 #4 jasmeet said: hey guys my brain just blew up and i forgot how to do this: factorise 25y - y^3 Click to expand... Take a y out the front as it is common to both... So y(25 - y^2) Now we now in the brackets is (5 - y)(5 + y) - using difference of two squares. So the answer is y(5 -y)(5 + y)... (Awe, I was beaten to it...) Last edited: Oct 4, 2013
jasmeet said: hey guys my brain just blew up and i forgot how to do this: factorise 25y - y^3 Click to expand... Take a y out the front as it is common to both... So y(25 - y^2) Now we now in the brackets is (5 - y)(5 + y) - using difference of two squares. So the answer is y(5 -y)(5 + y)... (Awe, I was beaten to it...)
H HeroicPandas Heroic! Joined Mar 8, 2012 Messages 1,547 Gender Male HSC 2013 Oct 4, 2013 #5 Going from 25 - y^2 to (5-y)(5+y) is using difference of two squares (just to let the OP know)
S Smile12345 Active Member Joined May 30, 2013 Messages 827 Gender Undisclosed HSC 2014 Oct 4, 2013 #6 HeroicPandas said: Going from 25 - y^2 to (5-y)(5+y) is using difference of two squares (just to let the OP know) Click to expand... Yup, added it in.
HeroicPandas said: Going from 25 - y^2 to (5-y)(5+y) is using difference of two squares (just to let the OP know) Click to expand... Yup, added it in.