Match the integrals (a)(e) with their antiderivatives (i)(v) on the basis of the general form (do not
Question:
Match the integrals (a)–(e) with their antiderivatives (i)–(v) on the basis of the general form (do not evaluate the integrals).
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xdx (a) √x²-4 ·S (c) fs sin³ x cos² x dx 16 dx (e) Soda (i) sec sec¹ 4x + C (iv) (ii) log |x|log |x-41- 1 (iii) (3 cos³ x 3 cos³x sin² x - 7 cos³ x) + C 30 9 tan + In(x² + 4) + C 4 x = 4 +0 C - (b) ·5² ·S= (2x + 9) dx x² + 4 dx (d) x √16x² - 1 (v) √x² −4+C
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xdx x4 Since x is a constant multiple of the derivative of x 4 the substitution method implies ...View the full answer
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