2. Consider the squigeg graph of all points (any) that satisfy sin(:tey) = .122 y. - -1 V. l (a) Using implicit differentiation, solve for 2%: in terms of both a: and y. {b} Find the equation of the line tangent to the curve at the origin. 3. Consider the gaph of the function y = sin(m4). As 2: increases, the \"period\" of the function gets smaller and smaller. Is the function concave up or concave down at a: = 10? Show all steps