7y - 3 + 5y + 2 variable(s): y constant(s): -3,2 coefficient(s): 7,5 terms: 4 terms ww like terms: 74 51₁-30 бук-за 2. -k: - 5m + 6 + 8k variable(s): K, m constant(s): 6₁-k coofficiant(81-58.
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- The long run. A chair manufacturer hires its assembly-line labour for $18 an hour and calculates that the rental cost of its machinery is $6 per hour. Suppose that a chair can be produced using 4 hours of labour or machinery in any combination. The firm is currently using 1 hour of labour for every 3 hours of machine time. (Assume that labour is on the horizontal axis and capital is on the vertical axis). 3. Graphically illustrate your answer by drawing an isoquant, an isocost line for the current combination of labour and capital and an isocost line for the optimal combination of labour and capital. An isocost corresponding to the optimal combination of labour and capital is [a vertical line, a horizontal line, an upward sloping straight line, an upward sloping curve which is not a straight line, a downward sloping straight line, a downward sloping curve which is not a straight line, L-shaped] has slope [ ] at the optimal combination of inputs An isoquant…Application of derivative Optimization We are going to fence in a rectangular field that encloses 200 m2. If the cost of the material for of one pair of parallel sides is $3/m and cost of the material for the other pair of parallel sides is $8/m determine the dimensions of the field that will minimize the cost to build the fence around the field.The region bounded by the two functions f: y=0.25cos(2(x-0.45))+1.4 and g: y= -0.45sin(x+3.8) +0.6 has the domain D: {x|0≤x≤5}. 1.Solve for the area of the region bounded by the two functions. 2. If 1 square unit=10 square meters and 1 liter of paint that costs Php 200.00 can cover 13.33 square meters, exactly how much paint will be needed to render a single design on the wall?
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- Show Detailed Solution. For a cooking oil company, the price they are paid for coconuts in large shipments is based on the amount of coconut extract from the load. Therefore, there is a need to determine the amount of coconut extract in the whole load prior to extraction. A sample of n coconut can be taken and find y1, . . . , yn , the amount of coconut extract in these coconuts. Nȳ is hard to get in this case because N is hard to count. How can the total amount of coconut extract from a load shipment be measured? Using the total weight would be a good idea and easy to obtain. The relationship between the weight of the load and the weight of the coconut extract one obtains can be used. As it turns out, 15 coconuts selected by simple random sampling were weighed and also extracted. The total weight of the coconut shipment was found to be 900 kg. Given these results (below):Suppose there were 6870 coconuts in the shipment. Compute the variance of the regular SRS estimate of the…Operation mangement Graphical method Max z=20x+45y Subjected to 3x+6y<=70 2x+5y<=90 x,y>04.6 optimization #28 a cylindrical container with no top is to be constructed to hold a fixed volume V0 of liquid. the cost of the material used for bottom is $0.50/in2 and cost of the material used for the curved lateral side is $0.30/in2 . use calculus to find radius (in terms of V0) of the leaset esxpensive container.
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