Trent projection statistical method of Demand Forecasting
Explain the Trent projection statistical method of Demand Forecasting.
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Trent projection method: In this method, demand is estimated at the basis of analysis of past data. Such method utilizes time series as data over a period of time. Now there we try to ascertain the trend within the time series. Trend within the time series can be estimated using free hand method or least square method and/or semi-average method or moving average method.
Main determinants of wage differentials comprise: (1) general human capital requirements. (2) working conditions. (3) occupational crowding (4) specific human capital requirements. (5) All of the above. I need a go
When all markets wherein a firm operates are purely competitive, in equilibrium the marginal resource cost of labor is the same to the: (w) firm’s marginal revenue. (x) marginal cost of output. (y) wage rate the firm must pay to hire more worker
When this purely competitive labor market is primarily in equilibrium at D0L, S0L and after that excessive job safety standards are imposed through law, a new equilibrium will be attained at: (1) D0L, S0L. (
CD sales have fallen from 2000, although sales of DVDs have increased, suggesting such that: (w) supply of prerecorded music should have fallen. (x) law of demand does not apply to the music market. (y) demands of many consumers adjusted to new technology. (z) music i
Automation is the process of: (1) adapting equipment which is safer for workers to operate. (2) kinetic engineering which smoothes flows of work on an assembly line. (3) scientific management of robotic factories. (4) substituting sophisticated machin
Wage payments like a proportion of total production cost are positively associated to the: (1) ease of substitution between capital and labor. (2) wage elasticity of demand for labor. (3) extent of automation in the industry. (4) human capital created
In what condition the concept of marginal costing basically applied?
Increases within the wage rate all the time: (w) lack impact on the relative price of leisure. (x) increase the relative price of leisure. (y) decrease the relative price of leisure. (z) increase the quantity of individual labor supplies.
If a resource is in perfectly inelastic supply (like land), the resource price: (w) has no allocative function. (x) would rise only when resource demand falls. (y) is a surplus payment from society as an entire to resource owners. (z)
Defined the simple way for production function?
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