Adapt Taylors Series z4 2! 3. f(a + h) = f(a) + h (a) + (a)...

  

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Adapt Taylors Series z4 2! 3. f(a + h) = f(a) + h ƒ(a) + (a) + "(a) 3! to find an expression for f(a – h) f(a) + [None Given]f'(a), [None Given]f"(a)/[None [None Given] [None Given] + [None Given]f"(a), [None Given] Arig werneed to choose • -2 • -1 • 0 • 2 • 3 • 4 • 5 • 6 from • 1! • 2! • 3! • 4! • -2h • -h • h • 2h • -h2 • h? • -h3 • h3 Use the expression from Question to find the first 4 terms of the Taylors Series for cos (TT/3-h) [None Given], (None Given] + [None Given]/ [None Given] [None + + [None Given] + [None Given], Given)/INone Given] • 0 • 1 • 2 • 3 • 4 • 6 • 8 • 12 • 16 • -h3 • -h2 • -h h h? • h3 • -V3 h3 • -V3 h V3 h V3 h3 Adapt Taylors Series z4 2! 3. f(a + h) = f(a) + h ƒ(a) + (a) + "(a) 3! to find an expression for f(a – h) f(a) + [None Given]f'(a), [None Given]f"(a)/[None [None Given] [None Given] + [None Given]f"(a), [None Given] Arig werneed to choose • -2 • -1 • 0 • 2 • 3 • 4 • 5 • 6 from • 1! • 2! • 3! • 4! • -2h • -h • h • 2h • -h2 • h? • -h3 • h3 Use the expression from Question to find the first 4 terms of the Taylors Series for cos (TT/3-h) [None Given], (None Given] + [None Given]/ [None Given] [None + + [None Given] + [None Given], Given)/INone Given] • 0 • 1 • 2 • 3 • 4 • 6 • 8 • 12 • 16 • -h3 • -h2 • -h h h? • h3 • -V3 h3 • -V3 h V3 h V3 h3