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e pair geometry: linear molecular geometry: linear bond angles: 180 |
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e pair geometry: trigonal planar molecular geometry: trigonal planar bond angles: 120 |
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3 e groups 1 electron pair |
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e pair geometry: trigonal planar molecular geometry: bent bond angles: 120 |
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e pair geometry: tetrahedral molecular geometry: tetrahedral bond angles: 109.5 |
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e pair geometry: tetrahedral molecular geometry: trigonal pyramid bond angles: 109.5 |
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e pair geometry: tetrahedral molecular geometry: bent bond angles: 109.5 |
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e pair geometry: trigonal bipyramidal molecular geometry: trigonal bi pyramidal bond angles: 90,120,180 |
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e pair geometry: trigonal bipyramidal molecular geometry: seesaw bond angles: 90, 120, 180 |
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e pair geometry: trigonal bipyramidal molecular geometry: T shaped bond angles: 90, 180 |
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e pair geometry: trigonal bipyramidal molecular geometry: linear bond angles: 180 |
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e pair geometry: octahedral molecular geometry: octahedral bond angles: 90 |
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e pair geometry: octahedral molecular geometry: square pyramidal bond angles: 90 |
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e pair geometry: octahedral molecular geometry: square planar bond angles: 90 |
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moles of solute/mass of solvent(kg) |
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moles of solute/liters of solution |
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freezing point depression formula |
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delta T = i x Kf x m i = vant hoff factor Kf = freezing point depression constant m = molality |
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Rate = k [A]^m [B]^n k = rate constant [A] & [B] = molar concentration of reactants m & n = order of the reactants |
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the sum of the orders = m+n |
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= (mass of solute/total mass of solution)x 100 |
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k = Ae^(-Ea/RT) R = 8.31447 J/(mol * K) |
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Arrhenius equation when comparing two points |
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ln (k2/k1) = (Ea/R){(1/T1) - (1/T2)} R = 8.31447 J/(mol * K) |
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y = mx + b for Arrhenius Equation |
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ln k = (-Ea/R)(1/T) + ln A y = m x + b |
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what is the equilibrium constant for: Fe+3 + SCN- -> FeSCN+2 |
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Kc = (FeSCN+2)/ (Fe+3)(SCN-) |
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(FeSCN+2)eq ____________ = _____ (FeSCN+2)std |
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standard deviation of 143, 157, 137, 145 avg = 146 |
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Write the solubility product expression for the dissolution of Ca(OH)2 |
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