resources Extension homework 4 Links back to integration of 1/x Find derivative of ln x Use as starter and Use chain rule to find derivative of functions use exp(y) = to involving ln e.g. ln (x2+x) … lead in 5 Differentiate simple functions and relations defined Students can get confused Using these derivatives to solve implicitly when x and y are on the same problems side of the equation. , , , , Considering chain rule to find d/dx f(y) e.g. x2+y2=4x and solutions Using product rule (then chain) dy/dx = 2x+2y +4 , , , , to find d/dx f(x,y)
resources Extension homework 4 Use as starter and use exp(y) = … to lead in Find derivative of ln x Use chain rule to find derivative of functions involving ln e.g. ln (x2+x) Links back to integration of 1/x 5 Differentiate simple functions and relations defined implicitly Considering chain rule to find d/dx f(y) Using product rule (then chain) to find d/dx f(x,y) Students can get confused when x and y are on the same side of the equation. e.g. x2+y2=4x dy/dx = 2x+2y +4 Using these derivatives to solve problems , , , , and solutions , , , ,
30_further_differentiation_a2_bom_sow.docx