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Verifying/ Proving Identities
      show that two items are identical

sin csc = 1
To show LHS = RHS




Usually work with one side only -
the more complicated side




  sec = 1              cos = 1


   csc = 1              sin = 1


   cot = cos            tan = sin
+ 1 = sec




Some strategies to Verify:
   Work with more complicated side
   As needed write everything in terms of
   sin , cos , tan , usually
   Replace more complicated combos with
   simpler expressions
           replace with


                 replace with


                  replace with



 Try to write all terms over same denominator


                             cos
Show that 1 + cot




   tan + cot = sec csc




csc - sin = cot cos
Assignment:
Id - Id - #6 to 12

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  • 1. Verifying/ Proving Identities show that two items are identical sin csc = 1 To show LHS = RHS Usually work with one side only - the more complicated side sec = 1 cos = 1 csc = 1 sin = 1 cot = cos tan = sin
  • 2. + 1 = sec Some strategies to Verify: Work with more complicated side As needed write everything in terms of sin , cos , tan , usually Replace more complicated combos with simpler expressions replace with replace with replace with Try to write all terms over same denominator cos
  • 3. Show that 1 + cot tan + cot = sec csc csc - sin = cot cos
  • 4. Assignment: Id - Id - #6 to 12