how to calculate standard quantity per unit?
14524
It is obtained by multiplying actual units of production by the standard material quantity per unit. For example, a company actually produced 2000 units during the month of March. The standard material quantity required to produce one unit of output was 5 pounds.
960532
The "standard quantity allowed for the actual output" means the amount of the input that should have been used to produce the actual output of the period. It is computed by multiplying the standard quantity of input per unit of output by the actual output.
577058
The weight of round bar is easily calculated. Simply multiply the appropriate alloy density by the length and diameter of the required part (see worked example below). For imperial weight calculations certain measurements (fractions) need to be converted to decimal inches.
1065818
Under absorption costing, the cost per unit is direct materials, direct labor, variable overhead, and fixed overhead. In this case, the fixed overhead per unit is calculated by dividing total fixed overhead by the number of units produced (see absorption costing post for details).
723871
['Male (metric): BMR = (13.75 x WKG ) + (5 x HC ) - (6.76 x age) + 66.', 'Male (imperial): BMR = (6.25 x WP ) + (12.7 x HI ) - (6.76 x age) + 66.', 'Female (metric): BMR = (9.56 x WKG ) + (1.85 x HC ) - 4.68 x age) + 655.']
453064
Calculate total variable cost by multiplying the cost to make one unit of your product by the number of products you've developed. For example, if it costs $60 to make one unit of your product, and you've made 20 units, your total variable cost is $60 x 20, or $1,200.
238081
['Define the base volume for a BF. ... ', 'Convert a cubic inch to cubic meters. ... ', 'Convert the base volume for a BF to cubic meters (m^3), the standard units of volume. ... ', 'Use the BF as an approximate unit of measure for lumber that has not been dried and planed.']
1021326
['Variable Costs Percent per Unit = Total Variable Costs / (Total Variable + Total Fixed Costs)', 'Total Fixed Costs Per Unit = Total Fixed Costs / Total Number of Units.', 'Break-Even Price = 1 / ((1 - Total Variable Costs Percent per Unit)*(Total Fixed Costs per Unit))']
214462
['Ending Inventory per LIFO: 1,000 units x $8 = $8,000. ... ', 'Ending Inventory per FIFO: 1,000 units x $15 each = $15,000. ... ', 'Ending Inventory per Average Cost: (1,000 x 8) + (1,000 x 10) + (1,000 x 12) + (1,000 x 15)] / 4000 units = $11.25 per unit; 1,000 units X $11.25 each = $11,250.']
1053941
You want your q to be in units of Joules or kJ. If you used the q=mC(delta T) with your given C, your q would be in units of (grams)(kJ). In the problem, you were given the heat capacity, not the specific heat capacity. Therefore, you don't need mass to calculate q.
652398
Since the standard outputs and actual outputs differ, the standard quantity should be revised. Revised standard quantity (RSQ) = (SQ/SO) x AO =800/500 x 400 = 640 units.
456301
['To find out the number of CFU/ ml in the original sample, the number of colony forming units on the countable plate is multiplied by 1/FDF. This takes into account all of the dilution of the original sample. ... ', '200 CFU x 1/1/4000 = 200 CFU x 4000 = 800000 CFU/ml = 8 x 10.', 'CFU/ml in the original sample.']
1345671
Weighted Average Cost Method: In this method, the average cost per unit is calculated by dividing the total value of inventory by the total number of units available for sale. Ending Inventory is then calculated by the average cost per unit by the number of units available at the end of the period.
777504
In this case, there are 16 units of smaller quantity (1/16 inch) in one unit of the larger quantity. Multiply the larger-quantity amount by the number of smaller units per unit of the larger quantity. Multiplying 16 by 0.5 gives you 8, so 8/16 equals 0.5 inches.
1048830
The formula is the total number of defects divided by the total number of units sampled or inspected. Therefore; the DPU in this example is equal to seven divided by fifty. The answer is 0.14. The conclusion is: On an average, each unit of product cont a ins 0.14 defects.
1226959
['Mean = Sum_of_each_individual/Total_number_of_items.', 'Variance = ((Original_Value – Mean)² + (Original_Value – Mean)² +.... )/(Total_number_of_items - 1)', 'Standard_Deviation = Square_root (Variance)']
676519
['* Units purchased during the month: 10,000 units + 15,000 units + 5,000 units + 10,000 units = 40,000 units.', '** Units sold during the month: 12,000 units + 6,000 units + 5,000 units = 23,000 units.', '*Cost of goods sold (total of sales column)', '**Cost of ending inventory (the last row of balance column)']