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    Exam 10: Sequences, Series, and Power Series
  5. Question
    Calculate the Maclaurin Series for the Function G(x) =\(\approx\) 031025 B) G(x) = , G(1)
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Calculate the Maclaurin Series for the Function G(x) = ≈\approx≈ 031025
B) G(x) = , G(1)

Question 77

Question 77

Multiple Choice

Calculate the Maclaurin series for the function G(x) =  Calculate the Maclaurin series for the function G(x)  =   and calculate G(1)  correct to 5 decimal places. A)  G(x)  =   , G(1)  \approx  0.31025 B)  G(x)  =   , G(1)   \approx  0.31026 C)  G(x)  =   , G(1)   \approx 0.31029 D)  G(x)  =   , G(1)   \approx  0.31031 E)  G(x)  =   , G(1)   \approx  0.31024 and calculate G(1) correct to 5 decimal places.


A) G(x) =  Calculate the Maclaurin series for the function G(x)  =   and calculate G(1)  correct to 5 decimal places. A)  G(x)  =   , G(1)  \approx  0.31025 B)  G(x)  =   , G(1)   \approx  0.31026 C)  G(x)  =   , G(1)   \approx 0.31029 D)  G(x)  =   , G(1)   \approx  0.31031 E)  G(x)  =   , G(1)   \approx  0.31024 , G(1) ≈\approx≈ 0.31025
B) G(x) =  Calculate the Maclaurin series for the function G(x)  =   and calculate G(1)  correct to 5 decimal places. A)  G(x)  =   , G(1)  \approx  0.31025 B)  G(x)  =   , G(1)   \approx  0.31026 C)  G(x)  =   , G(1)   \approx 0.31029 D)  G(x)  =   , G(1)   \approx  0.31031 E)  G(x)  =   , G(1)   \approx  0.31024 , G(1) ≈\approx≈ 0.31026
C) G(x) =  Calculate the Maclaurin series for the function G(x)  =   and calculate G(1)  correct to 5 decimal places. A)  G(x)  =   , G(1)  \approx  0.31025 B)  G(x)  =   , G(1)   \approx  0.31026 C)  G(x)  =   , G(1)   \approx 0.31029 D)  G(x)  =   , G(1)   \approx  0.31031 E)  G(x)  =   , G(1)   \approx  0.31024 , G(1) ≈\approx≈ 0.31029
D) G(x) =  Calculate the Maclaurin series for the function G(x)  =   and calculate G(1)  correct to 5 decimal places. A)  G(x)  =   , G(1)  \approx  0.31025 B)  G(x)  =   , G(1)   \approx  0.31026 C)  G(x)  =   , G(1)   \approx 0.31029 D)  G(x)  =   , G(1)   \approx  0.31031 E)  G(x)  =   , G(1)   \approx  0.31024 , G(1) ≈\approx≈ 0.31031
E) G(x) =  Calculate the Maclaurin series for the function G(x)  =   and calculate G(1)  correct to 5 decimal places. A)  G(x)  =   , G(1)  \approx  0.31025 B)  G(x)  =   , G(1)   \approx  0.31026 C)  G(x)  =   , G(1)   \approx 0.31029 D)  G(x)  =   , G(1)   \approx  0.31031 E)  G(x)  =   , G(1)   \approx  0.31024 , G(1) ≈\approx≈ 0.31024

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