I(s) may contain a maximum Of one addition/subtraction operation (in Other words, you can not create a series Of small components separated by addition' subtraction f(x) must include a radical f(x) must include an Fxponpntial term orher Than f(.v) must include a Trigonometric term f (x) must include the Product Rule f (x) must include the Quotient Rule f must include the Chain Rule f(x) CANNOT be the same function you used in the Unit S Test You must clearly show your function and all the work involved in finding its derivative An example of an acceptable function would be something of form: 25' sin' An example Of an UNACCAPTABLE function would be something Of the form: f(x) = 25' x + + rsinx+ I(s) may contain a maximum Of one addition/subtraction operation (in Other words, you can not create a series Of small components separated by addition' subtraction f(x) must include a radical f(x) must include an Fxponpntial term orher Than f(.v) must include a Trigonometric term f (x) must include the Product Rule f (x) must include the Quotient Rule f must include the Chain Rule f(x) CANNOT be the same function you used in the Unit S Test You must clearly show your function and all the work involved in finding its derivative An example of an acceptable function would be something of form: 25' sin' An example Of an UNACCAPTABLE function would be something Of the form: f(x) = 25' x + + rsinx+