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Using integration by parts, which of the following options is true of Sx arcsec x dx? Ⓒ / x ² arc A arcsec x + ²/² √ ₁ x dx x²-1 B) none of the choices Ⓒx²arcs D E arcsec x+2f- ===x²₁ arcsec x-2 =1/3x² arcsec x- x dx √x²-1 x dx √√x²-1 x dx x²-1 S. 1 2 ·S·

Using integration by parts, which of the following options is true of Sx arcsec x dx? Ⓒ / x ² arc A arcsec x + ²/² √ ₁ x dx x²-1 B) none of the choices Ⓒx²arcs D E arcsec x+2f- ===x²₁ arcsec x-2 =1/3x² arcsec x- x dx √x²-1 x dx √√x²-1 x dx x²-1 S. 1 2 ·S·

Intermediate Algebra
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter8: Conic Sections
Section8.2: More Parabolas And Some Circles
Problem 63.2PS: By expanding (xh)2+(yk)2=r2, we obtain x22hx+h22ky+k2r2=0. When we compare this result to the form...
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Using integration by parts, which of the following options is true of Sx arcsec x dx? 1 x dx Ⓒ =/= x ²0 A arcsec x + ·S. √x²-1 B) none of the choices Ⓒx²are с xdx x²-1 x dx Ⓒ =1/3x²2 D E =1/3x² H|N arcsec x + 2 S- arcsec x-25- arcsec x- 1 2 ·S 1 x dx x²-1
Transcribed Image Text:Using integration by parts, which of the following options is true of Sx arcsec x dx? 1 x dx Ⓒ =/= x ²0 A arcsec x + ·S. √x²-1 B) none of the choices Ⓒx²are с xdx x²-1 x dx Ⓒ =1/3x²2 D E =1/3x² H|N arcsec x + 2 S- arcsec x-25- arcsec x- 1 2 ·S 1 x dx x²-1
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