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# Use the Comparison Theorem to determine whether the integral is convergent or divergent.$\displaystyle \int_0^1 \frac{\sec^2 x}{x \sqrt{x}}\ dx$

## divergent

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Integration Techniques

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### Video Transcript

the problem is use a comparative very, um, to determine why that the integral is convergent or downward. And this problem way were used One result integral of from there to one the one over acts to peace. Our yes, that word. And if he is green is on watch on the car cummerbund. If is a smart one now local into grow. And now our second exploiter. This is Echo one over Sign Ex Claire. So this one is ours. Caritas are one. Thanks. Call sign. X Square is our smallest one on DH, Auntie Girl from Harold. One of dysfunction. Take a nice Claire over. This is ax too. Three over to its power. Yes, Always integral from they don't want one. Overact tio three over too. Howard. Yes. Now you see, it's resolved three over to its creations. I want so antigrowth dysfunction. Is that word on by comparison, Ferial integral ofthe second X square over us terms through the wax from their own one. It's stammered and

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Integration Techniques

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