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How do you integrate $\int (1 - csc t cot t) d t$ $int (1-csctcott)dt$ ?

1 Answer

Dec 18, 2017

$t + csc t + C$ $t+csct+C$

Explanation:

$(1 - csc t \cdot cot t) \cdot d t$ $(1-csct*cott)*dt$

= $t + csc t + C$ $t+csct+C$

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