Question 1068486
2^(1/x)=1.12
Solve for x 
{{{2^(1/x) = 1.12}}}
using natural logs
{{{ln(2^(1/x)) = ln(1.12)}}}
log equiv of exponents
{{{1/x}}}ln(2) = ln(1.12)
{{{1/x}}} = {{{ln(1.12)/ln(2)}}}
use your calc
{{{1/x}}} = .1635
.1635x = 1
x = {{{1/.1635}}}
x = 6.1162
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Check on your calc: enter 2^(1/6.1162)