Asked by GGIFT
with multiplying this:
9y^2-9)(8y^2-9y+3)
I have:
8y^2(y^2-9)-9y(y^2-9)+3(y^-9) THEN
8y^2*y^2-9-9y*y^2-9+3*y^2-9.... THEN
8y^8 - 6 ???
I think that I am lost
9y^2-9)(8y^2-9y+3)
I have:
8y^2(y^2-9)-9y(y^2-9)+3(y^-9) THEN
8y^2*y^2-9-9y*y^2-9+3*y^2-9.... THEN
8y^8 - 6 ???
I think that I am lost
Answers
Answered by
Reiny
(9y^2-9)(8y^2-9y+3)
= 72y^4 - 81y^3 + 27y^2 - 72y^2 + 81y - 27
(can you see what I did ?)
= 72y^4 - 81y^3 - 45y^2 + 81y - 27
(the y^2's were the only "like" terms )
= 72y^4 - 81y^3 + 27y^2 - 72y^2 + 81y - 27
(can you see what I did ?)
= 72y^4 - 81y^3 - 45y^2 + 81y - 27
(the y^2's were the only "like" terms )
Answered by
GGIFT
OOOPPPPSS!!!
I wrote the problem wrong...
Multiply (y^2)(8y^2-9y+3)
then go with the first part of my 'THEN'
I wrote the problem wrong...
Multiply (y^2)(8y^2-9y+3)
then go with the first part of my 'THEN'
Answered by
Reiny
Now it is easier
(y^2)(8y^2-9y+3)
just multiply the y^2 by each of the terms inside
= 8y^4 - 9y^3 + 3y^2
All done, since none of the terms are "like"
(y^2)(8y^2-9y+3)
just multiply the y^2 by each of the terms inside
= 8y^4 - 9y^3 + 3y^2
All done, since none of the terms are "like"
Answered by
GGIFT
and that's it??? That's right, it cannot be simplified b/c of no like terms!!!
WHEW!!!
WHEW!!!
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