PROCESS AND EQUIPMENT DESIGN (Production of Vinegar from Banana Peels) Submitted to: Engr. Caesar P. Llapitan Professor Submitted by: Balod‚ Marie Paz Edraira‚ Marie Grace Jurado‚ Orencio III ChE - V Process Description Vinegar Making from Banana Peelings I. Raw Materials For every kilogram of banana peels (Cavendish or saba)‚ add 170 g of sugar‚ 225 g vinegar (starter liquor)‚ 0.879 g bakers yeast‚ 907 g water‚ and 7.05 g ammonium sulfite. II. Procedure
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[pic] Ashok leyland limited. [pic] Type: public Traded: BSE & NSE Industry: Automotive Founded: 1984 Head quarter: Chennai‚ Tamil nadu. India Product: Automobile‚ engine‚ commercial vehicle Revenue: [pic] [pic]133.59 billion (US$2.5 billion) (2012) Employees: 15‚812 (2011) Parent: Hinduja group Introduction of Ashok Leyland Ashok Leyland is an Indian automobile manufacturing company based in Chennai‚ India. Founded in 1948‚ the company is
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following function [pic] for [pic] [pic] Hence‚ deduce that [pic] 2. A periodic function of period [pic] is defined over one period by [pic] for [pic] Determine the Fourier series and illustrate graphically for [pic][pic] Then‚ deduce the value of [pic] 3. Find a Fourier series expansion of the periodic function [pic] [pic] [pic] 4. A periodic
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function [pic] is continuous on the interval [pic] Then‚ [pic] where F could be any antiderivative of f on a ( x ( b. In other words‚ the definite integral [pic] is the total net change of the antiderivative F over the interval from [pic] • Properties of Definite Integrals (all of these follow from the FTC) 1. [pic] 4. [pic] 2. [pic] 5. [pic] 3. [pic]‚ k is a constant. Examples 1. Find [pic] 2. Find [pic] 3. Suppose [pic]. Find [pic]‚ hence find [pic] 4. Suppose
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Solution: (1) [pic] [pic]. [pic]. [pic]. [pic] Hence‚ the rejection region is [pic]. (2) [pic] [pic] (3) [pic] [pic][pic]. [pic] Hence‚ about 25 packages of cereal should be sampled to achieve a power of 80% when (=16.2 ounces. 3a (for all except AMS PhD students). Inference on one population mean when the population is normal‚ and the population variance is known. Let [pic]‚ be a random sample from the given normal population. Please prove that 1) [pic]. 2) [pic]. Solution:
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triangular indentations used for the script of the Sumerians called?[pic] Cuneiform[pic] Who was Gilgamesh‚ and which city did he rule?[pic] Gilgamesh was the King of Uruk. His reputation inspired the Epic of Gilgamesh/5th king of Uruk(2500 BC)‚ reigned 126 yrs/lugal “big man”(leader) wealthy young man‚ warrior [pic]Which technologies were used by the earliest Western civilizations? [pic] Stone‚ wood‚ leather‚ and fibers[pic]/ 1st appearance of tools (bone‚ wood‚ stone) (Paleolithic
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[pic] • Home • Mandatory Signs • Cautionary Signs • Informatory Signs • Site Map [pic] Speed Limit Speed limits would be varying in various states and it can be accordingly to the vehicles as well. These Maximum Speed Limit of Motor Vehicles are set through the local government and people are required to follow all of them. Read More... Guidelines People are recommended to keep their pockets in rear pocket and never in their trouser or
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that ... [pic] -50.00%MACROBUTTON HTMLDirect [pic] British Airways abuse of the market did not distort competition between British Airways and other airlines50.00%[pic]MACROBUTTON HTMLDirect [pic] that British Airways is a purchaser of a dominant position on the uk market for air travel agencies 50.00%[pic]MACROBUTTON HTMLDirect [pic] by applying the marketing agreements and new system of performance awards‚ British Airways abused their dominant position -50.00%MACROBUTTON HTMLDirect [pic] British
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[pic][pic][pic][pic][pic][pic] Top of Form [pic][pic][pic] [pic][pic][pic][pic][pic][pic]Maximum number of choices allowed is {0}. [pic][pic][pic][pic][pic][pic][pic][pic][pic][pic] |Points Awarded |50.00 | |Points Missed |0.00 | |Percentage |100% | [pic][pic][pic][pic][pic] 1. A(n) ____ is an exchange of value‚ such as a purchase‚ a sale‚ or the conversion of raw materials into a finished product. [pic][pic]A) Electronic data interchange
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pattern‚ if there is one. A=[pic] Using my GCD calculator to raise matrix A to different powers [pic]= [pic] [pic]= [pic] [pic]=[pic] [pic]= [pic] [pic]= [pic] [pic]= [pic] [pic]=[pic] The pattern that I can see is that when the power of matrix A is an even number e.g. 2‚4‚6‚8 then the result is [pic] the identity matrix. However‚ when the power is an odd number the matrix stays the same so [pic] My prediction for [pic] matrix is: [pic] Using the GCD calculator I
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