# The numbers' escaping, through this square that is gaping!

Algebra Level 5

$\large \Big (a^{2}(b^{2} + 2) + 2ab + 1 \Big )^{2} = 6(a^{2} b + a)^{2}$

Find the number of ordered pairs $$(a,b)$$ that satisfy the equation above such that $$a,b$$ are positive real numbers.

Bonus: Find number of real numbers that satisfy the relation given above!

×