Use dimensional analysis, usually learned in Algebra 2 and used extensively in HS Chemistry, General Chem in College etc. The question gives the growth rate in (mm/day) and asks for the growth rate in (yards/hour.) Add conversion factors to the left side to arrive at yards per hour.
So, 0.32 mm/day = X yards/hour
1) (0.32 mm/day)(day/24 hours) = .013 mm/hour
2) 0.013 mm/hour = X yards/hour
So, (0.13 mm/hour)(meter/1000mm) = .000013 meters/hour
3) Need a conversion factor for meters to yards which is (.9144 meters/yard)
So, (.00013 meters/hour)( yard/0.9144 meters) = .000014217 yards/hour
This is how it would normally be done, difference is due to rounding off above....
(0.32mm/day)(day/24 hours)(1 meter/1000 mm)(yard/0.9144 meters)= .000014582 yards/hour