Metric Conversion Using Dimensional Analysis WorksheetThis worksheet is designed to give you practice using dimensional analysis for converting from one unit ofmeasurement to another.Show all of your work.Analyze – write this information from the problemKnown------conversion Factors -------> unknownPart 1 Dimensional Analysis – goal post method1.Draw a horizontal line and two vertical goal posts creating two compartments.2.Write theknownwithunitas a fraction over 1 in the first compartment.3.Drag and droptheunitof theknownto the denominator of the next compartment4.Write anequivalentthat has theknownunitin the denominator in this compartment.5.Cancel the identical units that appear in the numerator of theknownand the denominator of theequivalent.6.Continue to drag and drop the unit of the equivalent to the denominator of the next compartment untilyou get to the desired unit.This may take many steps.7.Once you reach the desiredunityou should only have one unit not canceled, the desired unit.Perform the following conversions using dimensional analysis.SHOW YOUR WORK IN THE SPACE PROVIDEDUNDER EACH LETTER. !! μ=10−6A)75 Km = ? mB) 26,800,000 μm = ? mC) 11,200,000,000 μL = ? LD) 37.687 yds = ? in75Km11Km10hm1hm10Dm1Dm10m75 x 10 x 10 x 10 = 75000meters110^-626,800,000. = 26.8 metersmove the decimal to the left -610^-611,200,000,000 = 11,200L