Factorise
\[2a ^{4}+a ^{2}b ^{2}+ab ^{3}+b ^{4}\] show steps
@ParthKohli @lgbasallote @FoolForMath @dpaInc @.Sam. @Mertsj @jim_thompson5910 @Mertsj @myininaya
Is it too Hard its like my last question dpalnc helped in last q so please atleast anyone help me please
tough one... i don't think it's factorable...
it is too long IIT enterance q
just checked... it is factorable...
\[a^2 \left(2a^2 +ab^3+b^2\right)+b^4\] \[a^2 \left(a \left(2 a+b^3\right)+b^2\right)+b^4\]
lol ... i wouldn't do that without wolfram.
it's the product of trinomials...
nothing is going to happen using wolfram I used it already
that's where i got the two trinomials from...
which
let's try it without wolfram ...
(2a^2 + k)(a^2 + l) = ...
the factorization to your problem...
I'm fascinated that this has a factorization... It totally isn't obvious.
I am closing this question opening another
another is same like this try to solve
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