SOLUTION: 1)Find the value of t and determine the quadrant cos t= -4/5
2)If the terminal point is (12/13, -5/13) find sin t, cos t, and tan t.
3)use the fundamental identities to write
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-> SOLUTION: 1)Find the value of t and determine the quadrant cos t= -4/5
2)If the terminal point is (12/13, -5/13) find sin t, cos t, and tan t.
3)use the fundamental identities to write
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Question 624321: 1)Find the value of t and determine the quadrant cos t= -4/5
2)If the terminal point is (12/13, -5/13) find sin t, cos t, and tan t.
3)use the fundamental identities to write tan^2x secx in terms of cosx.
4) find the exact value of the expression. sin(pi/6) * cos(pi/3) + sin (pi/3) * cos (pi/3).
5) find the reference number for t and the terminal point t=4pi/3. Answer by solver91311(24713) (Show Source):
