...............tan²o - Sec²o =
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Explanation:
sin²O ( 1 - cos²O ) = sin4O
Trigonometric Identities
cos²O + sin²O = 1
Problem 1 tanO
--------- = secO
sinO
tan²O + 1 = sec²O
1
cosO = -----
secO
1
sinO = -----
cscO
1
cscO = -----
sinO
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