Using Lagrange multipliers calculate the point ($0, yo) where the function f($, y) : 2: 7 2 y + 6 attains the maximum, when subject to the constraint $2 + y2 : 25. First, write down the m0 coordinate in the box below 'I Then, write down the yo coordinate in the box below 1 Finally, enter the exact value of the maximum in the box below. 1 Warning: If your answer involves a square root, use either sqrt or power 1/2. Note: In the above plot, the equation of the plane is z : m 7 2 y+ 6 and the equation of the red surface is 3:2 + y2 : 25