The Technology-Diffusion Model illustrates how a social institution reacts to a new technology as follows: • “Innovative technology is created • Institution adopts technology to carry out existing functions more efficiently • Institution accommodates internally to take better advantage of new efficiencies • Institution develops new functions and activities made possible by capabilities of the technology • Institution may become obsolete‚ be replaced‚ or be radically transformed • Other institutions
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Diffusion and Osmosis lab Results: Figure 1a-rate of weight change in 15 min intervals of each concentration. The first tube showed very little weight change. However all other tubes show a greater change the concentration could be the factor that determines the permeability of the sucrose. The sucrose molecules are too large to pass through. Figure 1b- sucrose concentration determines the weight change. In this case based on our results as concentration increases the percent weight change
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COST-VOLUME PROFIT (CVP) ANALYSIS This is a technique used for planning short-term run profits by finding the relationship between profits and factors that influence profits. The following factors are taken to be influencing profits:- • Selling price • Variable cost of production • Fixed costs • Activity level (production and sales units) Profit planning is based on break-even analysis and can be worked out using either; a) Algebraic method b) Contribution method c) Break-even
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The plot of Equus consists of two pieces‚ and the surface structure goes on to develop one mysterious event. The first act is composed of 21 chapters‚ and it is the process of Dr. Dysart diagnosing and investigating the conflict situation caused by Alan’s incident. By using hypnosis‚ disassociation reactions‚ and the use of truth drugs. Dysart finds psychical causes of Alan’s hysterical behavior‚ which manifests as a sad-hearted dysfunction. The second act is composed of 14 chapters and is based
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How does the amount of dissolved NaCl in water effect the volume of one drop? Aim: This experiment plans to measure the volume of one drop of water and compare it the volume of one drop of sodium chloride solution. What will be attempted by this experiment is to measure the volume of one drop of distilled water by measuring a control and comparing it the volume of one drop of distilled water with dissolved NaCl. This will be done by using a burette for dropping the distilled water and a electrolyte
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3.8.1.2 Leaf area and leaf area index (LAI) Leaf area of five randomly selected plants‚ was measured with the help of leaf area meter (Model LI-3100‚ USA) at 20‚ 40 and 60 DAS by destructive sampling from all leaves of the five sample plants (Sticker et al.‚ 1961). Plants were cut at the soil surface‚ leaves were separated from the plants‚ covered with blotting paper to keep the leaf intact and retain its original shape and were brought to the laboratory. Leaf area was measured immediately after
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4.1.3. Meat quality. 4.1.3.1. Fatty acid composition. The fatty acid compositions of oils added to the chicken rations as an energy source in this experiment was shown in Table (3)‚ and reflection of these oils on fatty acid compositions in all meat chicken was presented in Tables (14‚ 15‚ 16 and 17). These compositions of soybean oil and palm oil (PO) were summarized in Table (3) showed that the largest amount in palm oil was oleic acid (39.8 %)‚ followed by palmitic acid content (38.42 %)‚ stearic
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The Sensorial Area “There is nothing in the intellect which is not first in the senses.” Aristotle We as human beings have been endowed with the unique gift of intellect. We are considered the top of the creation because of this intellectual ability to reason. Each human is born with the potential to have and use the intellect‚ however‚ intellectual maturity‚ like physical maturity grows as a result of good nutrition and plenty of exercise. The senses are the food of the intellect. The concrete
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Applications of Differentiation 1. If a line y = x + 1 is a tangent to the curve y2= 4x ‚find the point the of contact ? 2. Find the point on the curve y = 2x2– 6x – 4 at which the tangent is parallel to the x – axis 3. Find the slope of tangent for y = tan x + sec x at x = π/4 4. Show that the function f(x) == x3– 6x2 +12x -99 is increasing for all x. 5. Find a‚ for which f(x) = a(x+sinx)+a is increasing 6. Find the intervals in which the function f ( x ) = x3 - 6x2 + 9x + 15 is
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Method 1) Take a "volume" measuring device‚ and fill it with the total amount of water‚ the bottle can hold. We then put the same‚ empty bottle into the container‚ in a way‚ that it sinks to the bottom of the akwarium. We can then measure the new height and multiply it by the volume of the liquid. This will clearly give us the volume of a bottle. Method 2) We could pour water into a 0‚5 litre coke bottle‚ and weigh how much it would weigh. We could do the same thing with an empty bottle. The
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