Perform an approximate line search to minimize F = X₁² 2X₁X₂ + 4X₂² + X₁ 2X₂ by using the strong Wolfe conditions with c₁ = 0.0001 and c₂ = 0.1. Start at [-3, -2] and use a search direction of [2, 1]. Give a lower value (lower limit) that satisfies both Wolfe conditions. You will need to normalize the search direction to have magnitude = 1 first.