6.3.1 trig identities

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6.3.1 trig identities

  1. 1. sin tan cos     cos cot sin    
  2. 2. 1 csc sin    1 sec cos    1 cot tan   
  3. 3. 2 2 sin cos 1   2 2 tan 1 sec   2 2 1 cot csc  
  4. 4.  sin sin     cos cos    tan tan     csc csc     sec sec    cot cot   
  5. 5. cos csc  sin sec  1 cos sin    cos sin   1 sin cos    sin cos  
  6. 6. cos 1 sin by 1 sin 1 sin              1 sincos 1 sin 1 sin          2 cos 1 sin 1 sin        2 cos 1 sin cos     1 sin cos   
  7. 7. 1 1 1 sin 1 sin                 1 sin 1 sin1 1 1 sin 1 sin 1 sin 1 sin                2 2 1 sin 1 sin 1 sin 1 sin          2 2 1 sin  2 2 cos 
  8. 8.    2 cot 1 cot 1 csc cot        2 2 cot 2cot 1 csc cot         2 2 cot 2cot 1 1 cot cot         2 2 cot 2cot 1 1 cot cot         2cot cot   2
  9. 9. 2 2 5cos 6cos 1 cos 2cos 1               5cos 1 cos 1 cos 1 cos 1             5cos 1 cos 1     5cos 1 cos 1    
  10. 10. p. 471 # 1, 2, 4 - 6, 9 - 18
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