A mfg. concern, which has adopted standard costing, furnishes the following information:
Standard:
Material for 70 kg. Of finished products ----> 100 kgs.
Price of materials . -----> Rs. 1 per kg
Actual:
Output ----> 210,000 kgs
Material used -----> 280,000 kgs.
Cost of materials ----> Rs. 2,52,000
Calculate material cost variance, material price variance, and material usage variance?
Material cost Variance= "(Standard Quantity\\times Standard Price)- (Actual Quantity\\times Actual Price)"
= "(Standard Quantity\\times Standard Price)- (Actual Quantity\\times Actual Price)"
Standard quantity="\\frac {(2100000\\times100)} {70}=3,000,000"
Actual price= "\\frac {252000} {280000}=0.9"
MCV="(3000000\\times 1)- (280000\\times 0.9)"
"(3000000)- (252000)= 2,748,000 (F)"
Material Price Variance="(Budgeted Price-Actual Price)\\times Quantity of material Used"
= "(1-0.9)\\times 280,0000"
= 28,000 (F)
Material Usage Variance
"MUV=(Standard Quantity allowed-Actual quantity used)\\times standard price per unit of material"
"=(3000000-280,000)\\times 1"
"= 2,720,000"
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