If π’ = π¦π§/x, π£ = π§π₯/y, π€ = π₯π¦/z, show that π(π’,π£,π€)/π(π₯.π¦,π§) = 4
If π’ = π¦π§/x, π£ = π§π₯/y, π€ = π₯π¦/z, show thatΒ π(π’,π£,π€)/π(π₯.π¦,π§)Β = 4
If π’ = π¦π§/x, π£ = π§π₯/y, π€ = π₯π¦/z, show that π(π’,π£,π€)/π(π₯.π¦,π§) = 4