Let λ ≠ 0 be a real number. Let α, β be the roots of the equation 14x2 – 3lx + 3λ = 0 and α, γ be the roots of the equation 35x2 – 53x + 4λ = 0. Then 3α/β and 4α/λ are the roots of the equation
(1) 7x2 + 245x – 250 = 0
(2) 7x2 - 245x + 250 = 0
(3) 49x2 - 245x + 250 = 0
(4) 49x2 + 245x + 250 = 0
