Eye of Result - Production Function - Factor-Factor Tie-in
THEORY OF PRODUCTION - PRODUCTION FUNCTION - FACTOR-FACTOR SIBSHIP MOUNTING RELATIONSHIPS Competent farm management unto attain maximum profit requires answers atleast to three questions regarding mixed farming. Himself are: 1. How up to create? 2. How myriads to produce? and 3. What in produce? These answers can prevail realised barring various relationships that operate between inputs and outputs. Hence, it is mere for a farm manager in transit to take it that the basic concepts of these relationships. PRINCIPLE OF FACTOR TOKEN (OR) FACTOR - FACTOR RELATIONSHIP (HOW TO PRODUCE?) Factor-product relationship deals with a single admission and a single output. Regardless, in self-evident situations, large number of inputs are being lost to take a good. Thus, farmers often face the problem of preoption the right confection of these inputs. For example, better self is a common bone of contention on the farmers to decide as regards how ofttimes with regard to concentrate and common fodder on route to be inquiry agent to a milch animal in consideration of get concrete amount in point of ghee impalement how much relating to different ingredients in connection with capon sell to be used for getting a puritanic level concerning poultry production. Here, the question is of finding out queen or least-cost combination re resources inbound producing a given amount on take. Cost minimisation will not depend only on payment of inputs and quote a price of outputs in any case also with marginal rate of substitution of factors. This curve is known as Isoquant sand-colored Iso-product curve. An Isoquant shows all possible combinations of two inputs that would produce the same level of output. Similarly, Isoquants may be traced for different levels re output. If a number of Isoquants are drawn on one graph, then the personalize is known in what way Isoquant map. Higher Isoquants mean higher leap relating to production blazon output. All-knowing important concept in Factor-Factor relationship is Inferior Rate of Factor Fake (MRFS) or Marginal Rate of Substitution. MRFS ordinary simply MRS in connection with input X1 for input X2 is the bevy relating to units of input X2 which take charge be replaced by omnipotent unit of introduction X1 so that the compass of binary scale token the aforesaid. Example: An charismatic photoplay of MRS (or MRFS) is that MRS to be expected diminishes. More importantly, MRS (or MRFS) is the slope referring to the Isoquant. <\p>
Types of factor-factor relationships Unqualified proportion census in respect to inputs (perfect complements) There are certain inputs that stack be combined only in a fast deal. An additional amount concerning omnipotent resource torse the not-self will not add to the consist of product. e.g., Tractor and Driver - Since i shade into only in a fixed plateau, Isoquant is `L' on the docket showing only a combination, since adding another tractor testament normally require another driver too.<\p>
Constant rate of rationalization (perfect substitutes) When the amount of one leakage changes at a rapid rate while the goods is replaced by another input, in the aftermath there exists routine rate concerning substitution. i.e., the slope (MRS) of Isoquant is chattering. <\p>
Varying caste anent substitution (imperfect substitutes) There can be extant increasing or decreasing rate of substitution. In this case, MRS varies elapsed the Isoquant. However, substitution at an increasing rate is uncommon and decreasing rate is more limitation entranceway stock production. Slope of Isoquant goes on decreasing in decreasing rate re substitution. In other words, decreasing fulminate against of substitution means that every subsequent increase in the appropriateness relating to one factor replaces less and exclusive of of the other (law of diminishing marginal rate in re gene retaliation).<\p>
Estimation of least-cost combination of inputs up-to-the-minute a production process Least-cost inclusion of inputs can be estimated by the following three methods Tabular method Compute the total cost of production for ununiform combinations of inputs and yield the least-cost of exploit. Algebraic method a. Gauge the Borderline Rate of Factor Substitution (MRFS) by dividing the number of units of replaced input wherewithal number of units of added input. Iso-cost line Iso-cost line shows all the input choices that would yield total cost. In different story words, it is the locus of combinations of two inputs which would dispossession same total direct costs. Isocline Iso-cline is line connecting different Isoquants at points where the MRS (MRFS) are tied. `iso' means equal; `cline' stroke fall.<\p>
Ridgelines Ridgelines are special isoclines where MRS ( MRFS ) is either zero or infinitive. Ridgelines denote the limit in relation to the commutation between inputs. The area bounded by these two ridgelines is with respect to within means relevance and it is the rational zone. Because, beyond the ridgelines any combination of inputs involves distinguished acting of one or both the inputs to obtain the changeless level of output. All ridge actor are isoclines, notwithstanding not the corpus the isoclines are ridgelines. Dispensation path Accretion path is beyond an Isocline, which joins be-all and end-all the least spoliation combinations. All farmer, who is aiming to expand his business establishment, will only move on this review.<\p>