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                                          
                                  4  a 4    3    a  3
               Example 29:  0 a                 ?
                                      3  a 3





                                            x  3   3 x   2 x
               Example 30: If the expression                    is a real number, then what is the value of x ?
                                                  x  1






               Rational Exponents:

                             1                                                 1
               Definition of  a : For any real number a and integer n , where  n  1, a   n  a , provided  a exists.
                                                                                                n
                             n
                                                                               n


                            m                                                          m
                                                                                                      m
               Definition of a : For any real number a and integers m and n , where  n  1,  a  n    n  a m      ,
                                                                                                    a
                                                                                                  n
                             n
                        n
               provided   a exists.

               Example 31: Perform the following operations given below.


                         3
                      a)  2 3  5 .



                         3
                      b)  5 6  4 .



                         4
                      c)  32



                      d)  3 n  5 .
                         n



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