Problem: the product of two numbers is 192 and the sum of these two numbers is 28 . what is the smaller of these two numbers ?
Rationale: "solution let the number be x and ( 28 - x ) = then , x ( 28 - x ) = 192 ‹ = › x 2 - 28 x + 192 = 0 . ‹ = › ( x - 16 ) ( x - 12 ) = 0 ‹ = › x = 16 or x = 12 . answer b"
annotated_formula: sqrt(add(power(sqrt(subtract(28, multiply(const_2, 192))), const_2), multiply(const_4, 192)))