6-10 Integration Using Long Division & Completing the Square Lesson

2 Slides • 4 Questions

6-10 Integration Using Long Division & Completing the Square

Guided Notes

Multiple Choice

$\int\ \frac{2x}{\sqrt{16-x^2}}dx$ can be solved by

inverse trig integration

the natural log pattern

completing the square

u-substitution

Multiple Choice

$\int\ \frac{dx}{4+9x^{2\ }\ }$ can be solved by

natural log pattern

inverse trig integration

partial fractions

u-substitution

Multiple Choice

$\int\ \frac{x^2}{x^2-x+1}dx$ must be solved by first

completing the square

finding the partial fractions

using u-substitution

performing long division

Multiple Choice

$\int\ \frac{3x-1}{x^2+1}dx$ can be solved by first

using inverse trig

separating the integral into two fractions

completing the square in the denominator

using the natural log pattern

6-10 Integration Using Long Division & Completing the Square

Guided Notes

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