1. Use the log properties to expand In Ja- 1. In ( a-1) = = Inla-D) 2 In ( al ) 2. Use the log properties to write 2[Inx - In(x + 1) - In(x - 1)] as a single log. 2 ( Inx ( act - 1 ) 2 ) Differentiate: 3. y = In(Inx) metric gral. 4. y = In X -1 V x+1 7 = 12 (x -1 ) 3 - In ( X + 1 ) = 2 = Elalx -1 1 - Ilx ( 2 +1 ) 2' = = ( EX-IS ) - I ( ZHI ) = I ( X-T - X FT ) 7 ( X- T - X TT ) ality the 5. y = Inlsec x + tanx] that 6. 8(x) = J (12+3)di tion, mate ae of reed ation the the E Sec 5.2 Integrate: 7. - - dx 19 - x2