material object since senses may be capable of deceiving us. So he rejects anything which should have the slightest cause of doubt ‚ to find if there is anything which is absolutely indisputable and obvious. It is then that he arrives at Cogito Ergo Sum’ I think therefore I am‚ for doubting is thinking and is linked to his existence. I exist’ here means that I exist as a thinking being’. Further he makes a distinction between mind and matter. He feels his thinking being is the mind‚ the self or
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Trial balance can be prepared in any date provided accounts are balanced. DEFINITION “Trial balance is a statement‚ prepared with the debit and credit balances of ledger accounts to test the arithmetical accuracy of the books” – J.R. Batliboi. SUMS RELATED TO TRIAL BALANCE 1. The following balances were extracted from the ledger of Rahul on 31st March‚ 2003. You are requested to prepare a trial balance as on that date in the proper form. Rs. Rs. Salaries 36‚320 Purchases 1‚44‚670
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For Annabelle’s transcendence into a ghost or superhuman being who has relations with the world at large‚ I think you should check out the short story‚ “A Sum of Our Parts” by Chris Adrian in the collection A Better Angel and originally published in Ploughshares. I think you’ll like it and it has some of the elements that you are using for this piece in the supernatural and its relationship with the real
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Is there an afterlife? How do we get there if it exists? Who gets to go? What will it be like? These are some of the points brought up in David Eagleman’s story “Sum”. The book contains forty different tales from the afterlives and presents information that is convincing and forces us to take a moment to think about what the world would be like if this or that were true. One of the stories is titled “Death Switch” and recounts a world where technically there is no afterlife‚ but a piece of us still
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com/bitcoins/134/how-i-would-manipulate-the-bitcoi... ⌊ ⌋ ⌊ ⌋ 1 of 14 18-Apr-13 12:58 AM How I would manipulate the Bitcoin exchange market – and how a “Disc... http://www.247btc.com/bitcoins/134/how-i-would-manipulate-the-bitcoi... ⌊ ⌋ ⌊ ⌋ … … 2 of 14 18-Apr-13 12:58 AM How I would manipulate the Bitcoin exchange market – and how a “Disc... http://www.247btc.com/bitcoins/134/how-i-would-manipulate-the-bitcoi... 3 of 14 18-Apr-13 12:58 AM How I would manipulate the Bitcoin exchange
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answer to someone who has never taken a course in statistics. Solution: (a) Use the steps of hypothesis testing. Size of sample‚ n = 8 Degree of freedom = n-1 = 8-1 = 7 Sum of sample = i=1∑n=8xi = (25+27+25+23+24+25+26+25) = 200 | Time (in Hours) | Sum | Mean(xm) | (xi- xm)2 | Standard Deviation | 1 | 25 | 200 | Mean = Sum/n= 200/8= 25 | 0 | σ = √( i=1∑n=8(xi-xm)2/(n-1))= √(10/7)= √1.4285= 1.195 | 2 | 27 | | | 4 | | 3 | 25 | | | 0 | | 4 | 23 | | | 4 | | 5 | 24 | | | 1 |
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Ratio Analysis – Unit II Problem 1 A company having the Net working capital of 2.8 Lacs as on 30.06.10 indicates the following financial ratios and performance figures Current Ratio 2.4 Liquidity ratio 1.6 Inventory Turnover 8 (on cost of sales ) Gross Profit on Sales 20% Credit Allowed (months ) 1.5 The company s fixed Assets is equivalent to 90% of its net worth ( Share capital plus reserves ) while reserves amounted
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Sum of the Years’ Digits Method of Depreciation Sum of the years’ digits method of depreciation is one of the accelerated depreciation techniques which are based on the assumption that assets are generally more productive when they are new and their productivity decreases as they become old. The formula to calculate depreciation under SYD method is: SYD Depreciation = Depreciable Base × Remaining Useful Life Sum of the Years’ Digits In the above formula‚ depreciable base is the difference between
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Dim Sum - the first word comes to mind is small Cantonese dishes. Dim Sum is also known as the “heart’s delight.” Dim Sum in Chinese is written as 点心‚ which translates to “ordering heart” that follows in the line of “heart’s delight.” Legend states that it started during the Qin Dynasty where a concubine wanted to win the emperor’s heart; to do that‚ she fed him small dishes every morning. Another legend states that it was originally created as rest stops for ancient silk traders. Because of these
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ionGeometric Progression‚ Series & Sums Introduction A geometric sequence is a sequence such that any element after the first is obtained by multiplying the preceding element by a constant called the common ratio which is denoted by r. The common ratio (r) is obtained by dividing any term by the preceding term‚ i.e.‚ where | r | common ratio | | a1 | first term | | a2 | second term | | a3 | third term | | an-1 | the term before the n th term | | an | the n th term |
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