Actual production costs for the production of 1-000 stuffed bears requ.docx

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Actual production costs for the production of 1,000 stuffed bears required 1,750 pounds of stuffing at a cost of $1.95 per pound and 1,950 labor hours at $15.25 per hour. Required: If required, round your answers to the nearest cent. Enter all amounts as positive numbers. A. Calculate the direct material price variance. $ SelectFavorableUnfavorableItem 2 B. Calculate the direct material usage variance. $ SelectFavorableUnfavorableItem 4 Solution A) Direct material price variance = AQ ( AP -SP) = 1750 (1.95 - 2 ) = 1750 * - .05 = 87.50 (F ) B)Direct material usage variance = SR (AQ - SQ for actual production) = 2 [1750 - ( 1000*1.5) ] = 2 [ 1750 - 1500] = 2 * 250 = 500 (Unfavorable ) .

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Actual production costs for the production of 1-000 stuffed bears requ.docx

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Acid lonization Constants (K,) for Some Monoprotic Weak Acids at 25 ec s Formula Structural Formula lonization Reaction HCIO2 Chlorous acid 1.96 Ho (aq)CO2 (aq) Go(g) 1.110 Nitrous acicd HNO2 HNO2(aq) H20(,) H0 (aq)NO2 (aq) + 4.6 10 3.34 Hydrofluoric acid HF HF(ag) H200 H-F 3.5 104 3.46 H0 (aq)F(aq) Formic acid ????? HCHO2(ag)H200) - 3,74 H-0-C-H Ho (ag)CHO2 (aq) CHO g)1.8 101 ?? ? HC7H502 CH HC,H02(a)H20U) H-0-C-C Benzoic acid 6.510 4.19 H0 (a) C,MG02 (a0) HC,H30(aq) H20U) Acetic acid 1.8 x 10 4.74 H-0-C-CH H30 (aq) CH02 (aq) HOO(aq) H20(,) H30 (aq) = + 2.9 x 10 7.54 Hypochlorous acid HCIO CIO (aq) HCN(ag) H20U) 9.31 HCN Ho (aq)CN CN (ag)4.9 10 1 acid HC@H,0(aq) H200)- 1010 9.89 CH 1.3 x Phenol HCgHs0 ??-? H0(aq)CaHO (aq) KkK. (See tha dieeuesinn at the end of Section 15 Solution 1) the given Ka = 3.16 x 10^-5 pKa = -log Ka = -log (3.16 x 10^-5) pKa = 4.50 the corresponding acid = Acetic acid . acetic acid pKa = 4.74 this is very close to the given pKa value. .

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Divide and check: T2 - 13/t - 4 Solution (t 2 - 13)/(t - 4) Do division: _________ = (t - 4) ) t 2 - 13 Let\'s add a 0*t term in there to make it easier: ______________ = (t - 4) ) t 2 + 0t - 13 __ t __+_ 4 ______ = (t - 4) ) t 2 + 0t - 13 -( t 2 - 4t ) 0 + 4t -( 4t - 16 ) 0 + 3 So, We find out that t-4 goes into t 2 - 13 a total of (t+4) times with a remainder of 3. So the answer is: t + 4 + 3/(t-4) .

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