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1925 Γ ΑΙΞ OTH Q27) και D) diverge Use the Maclaurin series for e* to find the Maclaurin series for f(x) = e 24* (2x) Α) ΣΤΗΝ pho B) ΟΙ ΣΤ Sinia Casa

1925 Γ ΑΙΞ OTH Q27) και D) diverge Use the Maclaurin series for e* to find the Maclaurin series for f(x) = e 24* (2x) Α) ΣΤΗΝ pho B) ΟΙ ΣΤ Sinia Casa

College Algebra
College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.4: Series And Their Notations
Problem 10TI: Determine whether the sum of the infinite series is defined. 24+(12)+6+(3)+
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Q 26 please
Q16 Find of y-In(In(e)) A) B) C) De dy Q17 f(x)=x²+2x-1, find (¹)(-1) B) 2 Q18 Q19 Q20 Q21 A) 5 Find the value of tanh (In 3) the series (1) is (A) convergent to 0 (B) convergent to 1 Use Maclurin series for cos x to find the value of E-o-1): (B)0 (C) Q23 024 Q22 x= (A) 1 Find tan (sin √ A) QZ7) 2²46247 A) tan¹()+ A tự đ Q25 - A) Q26 A) 0 B) A)1+c #(ANA)ª The appropriate substitution of the integral Bu-² -² 9 B) B)tan¹(x+2)+ 14 x=A) (²+1+B) + z te 3814 B) In (x1+c D) x (C) convergent to-1 dxm D) C) tan(x-2)+c Sinx+Cos x 8)3 9 D) diverge Use the Maclaurin series for e to find the Maclaurin series for f(x) = e (2) D) 2 Α) ΣΤΟΝ B) E- x c)x+c (2k) (D)-1 Dtan (+ C) In ++ D) Inte dx (D) divergent DI D) xin xl+c
Transcribed Image Text:Q16 Find of y-In(In(e)) A) B) C) De dy Q17 f(x)=x²+2x-1, find (¹)(-1) B) 2 Q18 Q19 Q20 Q21 A) 5 Find the value of tanh (In 3) the series (1) is (A) convergent to 0 (B) convergent to 1 Use Maclurin series for cos x to find the value of E-o-1): (B)0 (C) Q23 024 Q22 x= (A) 1 Find tan (sin √ A) QZ7) 2²46247 A) tan¹()+ A tự đ Q25 - A) Q26 A) 0 B) A)1+c #(ANA)ª The appropriate substitution of the integral Bu-² -² 9 B) B)tan¹(x+2)+ 14 x=A) (²+1+B) + z te 3814 B) In (x1+c D) x (C) convergent to-1 dxm D) C) tan(x-2)+c Sinx+Cos x 8)3 9 D) diverge Use the Maclaurin series for e to find the Maclaurin series for f(x) = e (2) D) 2 Α) ΣΤΟΝ B) E- x c)x+c (2k) (D)-1 Dtan (+ C) In ++ D) Inte dx (D) divergent DI D) xin xl+c
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