3. Neatly copy the solution to the next question and correctly fill in the blanks according to the context. You must (12) copy the entire solution to receive credit. Answers that just list responses will not be graded. Highlight each response you entered in a blank space using a highlighter Find the equation of the tangent line to the graph of the function y -5 at the point with x- coordinate 2 Solution: The point on the graph of y = x2-5 with x-coordinate 2 is (--)·The of the tangent line at x-2 is y(2) We first compute y' and then y(2)- _ So, the desired tangent line is the line through the point ( ) and with slope- Therefore, the point-slope formula tells us that its equation is y(x-, or, in slope-intercept form, y