2. Use the generic form for Ts(x) and find expressions for co, C,..., Cs in terms...

 

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2. Use the generic form for Ts(x) and find expressions for co, C,..., Cs in terms of f(x) and its derivatives. Use the requirements that -Ts (a) -Ts'(a) c. f"(a) =Ts"(a) d. f(a) =Ts"(a) e. f(a) =Ts(a) f. f) (a) = Ts(a) a. f(a) b. f'(a) 3. Find Ti(x), Tz(x). (which shows that co= f(a) as shown above) (which shows that c = f'(a) as shown above) (which shows that c=%f"(a) as shown above) (Note: You should find that c= and solving, not using this formula.) f'(a) k! **** but you are expected to find the values by differentiating ,Ts(x) for the function f(x)= e when a = 1. 2. Use the generic form for Ts(x) and find expressions for co, C,..., Cs in terms of f(x) and its derivatives. Use the requirements that -Ts (a) -Ts'(a) c. f"(a) =Ts"(a) d. f(a) =Ts"(a) e. f(a) =Ts(a) f. f) (a) = Ts(a) a. f(a) b. f'(a) 3. Find Ti(x), Tz(x). (which shows that co= f(a) as shown above) (which shows that c = f'(a) as shown above) (which shows that c=%f"(a) as shown above) (Note: You should find that c= and solving, not using this formula.) f'(a) k! **** but you are expected to find the values by differentiating ,Ts(x) for the function f(x)= e when a = 1.