Contemporary Business Mathematics Canadian 11th Edition Hummelbrunner Solutions Manual

Full file at https://testbankuniv.eu/Contemporary-Business-Mathematics-Canadian-11th-Edition-Hummelbrunner-Solutions-Manual 80 ISM for Hummelbrunner/Halliday/Coombs, Contemporary Business Mathematics, Eleventh Canadian Edition

 600  (e) ln  11   1.06   ln 600  ln 1.0611  ln 600  11ln 1.06  6.396930  11(0.058269)  6.396930  0.640958  5.755972

  1.075  1   (f ) ln  250    0.07     ln 250  ln (1.075  1)  ln 0.07  ln 250  ln 0.402552  ln 0.07  5.521461  0.909932  (2.659260)  5.521461  0.909932  2.659260  7.270789 5. (a)

1 1   81  3 

n2

1 1   34  3  4

n2

1 1     3 3

n2

Since the bases are common 4 n2 n6 (b)

5 1  40   2 2 1 1  8  2 2 1 1   16  2  4

n 1

n 1

n 1

n 1

1 1     2 2 4  n 1 n5

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