The Taylor series of ear can be described as n eax =fi(a,x). (5) i=0 Develop a...

 

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The Taylor series of ear can be described as n eax =Σfi(a,x). (5) i=0 Develop a numerical programing code to compute eaz by using the Taylor series and answer the following questions. P x 10⁰ Q x 104 R x 10⁰ S x 10³ Tx 10³ U x 10⁰ V x 105 W x 10⁰ (a) Compute the number when a = 0.1, x = 3., and n = 10. (b) Compute the number when a = 3.2, x = 4., and n = 10. (c) Compute the number when a = 0.5, x = = 1., and n = 10. (d) Compute the number when a = -3., r = -3., and n = 10. (e) Compute the number when a = -1.5, x = -5., and n = 10. (f) Compute the number when a = 0.1, x = 3., and n = 100. (g) Compute the number when a = 3.2, x = 4., and n = 100. (h) Compute the number when a = 0.5, x = 1., and n = 100. (i) Compute the number when a = -3., x = -3., and n = 100. (j) Compute the number when a = -1.5, x = -5., and n = : 100. X x 10³ Y x 10³ The Taylor series of ear can be described as n eax =Σfi(a,x). (5) i=0 Develop a numerical programing code to compute eaz by using the Taylor series and answer the following questions. P x 10⁰ Q x 104 R x 10⁰ S x 10³ Tx 10³ U x 10⁰ V x 105 W x 10⁰ (a) Compute the number when a = 0.1, x = 3., and n = 10. (b) Compute the number when a = 3.2, x = 4., and n = 10. (c) Compute the number when a = 0.5, x = = 1., and n = 10. (d) Compute the number when a = -3., r = -3., and n = 10. (e) Compute the number when a = -1.5, x = -5., and n = 10. (f) Compute the number when a = 0.1, x = 3., and n = 100. (g) Compute the number when a = 3.2, x = 4., and n = 100. (h) Compute the number when a = 0.5, x = 1., and n = 100. (i) Compute the number when a = -3., x = -3., and n = 100. (j) Compute the number when a = -1.5, x = -5., and n = : 100. X x 10³ Y x 10³