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Mass Limiting Stoichiometry Problem (ICE BOX METHOD) Here are the Rules from the other Page STEP1= SET UP the ICE Box STEP 2- Find the moles, This is where you have to problem solve. STEP 3- Find X, find the moles of everything STEP 4- Answer the questions, convert moles to mass Mercury and bromine will react with each other to
produce mercury(II) bromide. (a) What mass of HgBr2 is produced from the reaction of
9.80 g Hg and 12.0 g Br2?
What mass of which reactant is left unreacted? SCROLL DOWN TO SEE THE ANSWER
A)
STEP1= SET UP the ICE Box
STEP 2- Find the moles, This is where you have to problem solve. Hg 9.80g Hg (1mol/200.59g)=0.0489mol Hg Br2 12.0 Br2 (1mol/159.8g)=0.075mol Br2
STEP 3- Find X, find the moles of everything If Hg 0.0489mol -X=O; X=0.0489 If Br2 0.075mol -X=0; X= 0.075 Therefore Hg is Limiting and X=0.0489 (it is smaller)
STEP 4- Answer the questions, convert moles to mass What mass of HgBr2 is produced? 0.0489mol x (360.3g/mol)=17.6g HgBr2 What mass of which reactant is left unreacted? 0.026mol x (159.8g/mol)=4.12g Br2
B) What mass of HgBr2 is produced from the reaction of 5.50 mL of mercury (density = 13.6 g/mL) and 5.50 mL bromine (density = 3.10 g/mL)?
STEP1= SET UP the ICE Box
STEP 2- Find the moles, This is where you have to problem solve. You needed to use density to find mass, then convert to moles. Hg 5.50mL(13.6g/mL)=74.8g Hg 74.8g Hg (1mol/200.59g)=0.373mol Hg Br2 5.50 mL (3.10/mL)=1.77g Br2 1.77g Br2(1mol/159.8g)=0.0111mol Br2
STEP 3- Find X, find the moles of everything If Hg is limiting 0.373mol -X=O; X=0.373 If Br2 is limiting 0.0111mol -X=0; X= 0.0111 Therefore Br2 is Limiting and X=0.0111 (it is smaller)
STEP 4- Answer the questions, convert moles to mass What mass of HgBr2 is produced? 0.0111mol HgBr2(360.3g/mol)= 4.00g HgBr2 On to The Stoichiometry of Product Formation and Percent Yield |