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I'm no physicist, but I'd venture to suggest that for an elephant to actually fly off the ground (overcome Earth's gravity), its initial velocity at the moment of launch would have to be significantly greater than the first cosmic velocity, since an elephant doesn't have rocket engines to maintain a constant speed during flight. It would very quickly lose its initial acceleration, just like a bullet fired into the sky will slow down to 0 and fall back to Earth after a few seconds (gravity is a powerful force; it doesn't want to let anyone go easily). Therefore, we can conclude that the elephant would need to be given an initial velocity that even specially equipped rockets would struggle to withstand; in other words, the elephant would simply be torn apart, not just its trunk, especially considering that the acceleration was achieved by spinning it by the trunk (not the most successful choice). Although, perhaps in the past, elephants were much different than they are now – more resilient and aerodynamic – and the force of gravity, without Zionist interference, was an order of magnitude less.
I was told that the acceleration at the moment the elephant detaches from Bhima should be 40 times greater than the first cosmic velocity (why forty?).
If so, then Newton's second law: F = m x a.
7900 m/s x 40 x 5000 kg = 1,580,000,000 Newtons (kg x m/s).
That's something unimaginable.