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integrate sec (x)
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|dw:1318261624727:dw|
=ln(secx+ tanx) +c
how to get ln(secx+ tanx) +c ??? please
\[\int\limits_{}^{}\sec(x) \cdot \frac{\sec(x)+\tan(x)}{\sec(x)+\tan(x)} dx\] use a substutition
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let u=bottom du=the whole top part ----- =ln|u|+C=ln|bottom|+C
bottom=sec(x)+tan(x) the whole top part=sec(x)(sec(x)+tan(x)) dx
???
question again???? modulus of 13^2^2011 division 16 plissss plisss :(
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