Answer to Question #101663 in Calculus for ss

Question #101663
EVALUATE ∫dx/(1+2cosx)

LOWER LIMIT 0
UPPER LIMIT PI/2
1
Expert's answer
2020-01-24T09:08:31-0500

0π2(1+2cosx)dx=0π21dx+20π2cosxdx=(x+2sinx)|0π2=\intop_{0}^{\frac {\pi}2} (1+2cosx)dx= \intop_{0}^{\frac {\pi}2} 1dx +2\intop_{0}^{\frac {\pi}2} cosxdx= (x + 2sinx)\text{\textbar}_0^{\frac{\pi}2}=

π2+2sin(π2)02sin(0)=π2+2\frac {\pi}2 +2 sin(\frac {\pi}2) - 0- 2 sin(0) = \frac {\pi}2 +2


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