I know it looks like a mess, but I need some verification. I know there should be brackets but I left them out on purpose.
it become this after simplifying
2*q^4/p^2+3*p^2*q*r^6+p*q^3*r^6
then you can factorize the like terms and it becomes
2*q^4/p^2+p*q*r^6*(3*p+q^2)
it can be factorized further into
q*(2*q^3/p^2+p*r^6*(3*p+q^2))
you can remove the fraction by multiplying the whole expression with p^2, which would give you
2*q^4+p^3*r^6*(3*p+q^2)
pq^3r^6 + 3p^2qr^6 + (2q^4/p^2)
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Verified answer
it become this after simplifying
2*q^4/p^2+3*p^2*q*r^6+p*q^3*r^6
then you can factorize the like terms and it becomes
2*q^4/p^2+p*q*r^6*(3*p+q^2)
it can be factorized further into
q*(2*q^3/p^2+p*r^6*(3*p+q^2))
you can remove the fraction by multiplying the whole expression with p^2, which would give you
2*q^4+p^3*r^6*(3*p+q^2)
pq^3r^6 + 3p^2qr^6 + (2q^4/p^2)