The 1st question as fast as possible

Due: Tuesday October 8, 2019 11:55 PM (Mountain Daylight Time) Submit your assignment Help Q1 (10 points) Given two differentiable functions f and 9, let h be defined by h(x) = g(f(@)). The tangent line of the graph of f() at the point where a = 1 is given by the equation y = 3x - 1. The tangent line of h(@) at the point where a = 1 is given by the equation y = 6x - 1. Let c = f(1). (a) Determine c and g(c) (b) Find the equation of the tangent line of the graph of g(@) at the point where a = c. + Drag and drop your images or click to browse... Q2 (10 points) Consider the curve given by the equation sin(x - y) = 23: + y. The equation defines y as a function y(a ) near (0, 0) uation of the tangent line to this curve at the point (0, 0)