Chapter 5: Q. 7 (page 441)
Show that the equation is equivalent to the equation for all x for which q(x) is nonzero.
Short Answer
Expert verified
The given equation has been proved.
Chapter 5: Q. 7 (page 441)
Show that the equation is equivalent to the equation for all x for which q(x) is nonzero.
The given equation has been proved.
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Solve given integrals by using polynomial long division to rewrite the integrand. This is one way that you can sometimes avoid using trigonometric substitution; moreover, sometimes it works when trigonometric substitution does not apply.
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