Homework Answers
1. In 17 th century , Rene Discarates also give explanations about mind body relationships. "Cogito ergo sum" is a latin word which means " I think therefore I am". Mind body relationships is necessary to explain the human existence. According to Discarates , mind is immortal, intangible and non extended material. Body is tangible, quantifiable and it is an extended substance. Therefore human body is considered as a machine or a mechanical system.
2. Monist : It is a single substance concept which prefers only one reality. Monist is a person who prefers single substance ie mind and body is comprised and it is a single substance. There is a single overarching principle rule.
Ontology : It is a branch of metaphysics which deals with the the theory of reality and study of existence.
Tao: Taosim is founded by Lao Tzu and Chiang Tzu. Tao is a sense of way thorough which one travels. It can also be known as a unified matter from which all things arise.
Pragmatism: It believes that what is practical and applicable is true. There should be no importance to emotions but it is more practical. Pragmatism rejects the view of idealism.
Cosmology:It is related to the concept of universe. In physical cosmology ,it is a study of origin, history ,nature and dynamics of universe. In philosophical concept, universe is considered as totality.
Personal identity: it is a unique numerical identity of a person over time .
Pluralist : It is a person who is against monism and dualism. He approaches truth with many different means i.e more than two means
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1. What duality did Descartes "cogito ergo sum" present us with? 2. Please define the following...
Please answer the following question in a complete sentence. 1. What are the types of religious...
Please answer the following question in a complete sentence. 1. What are the types of religious experience? 2. What are William James' criteria for a religious experience? 3. Is it the same boat? (why or why not) 4. What does Humes' Fork tell us about knowledge? 5. Please briefly explain the four branches of philosophy. 6. What is the "problem" with Plato's allegory of the cave? 7. Should we trust our senses in determining what is really real? 8. How...
Question 2 please Exercise 1. Define an operation on Z by a b= a - b....
Question 2 please
Exercise 1. Define an operation on Z by a b= a - b. Determine ife is associative or commutative. Find a right identity. Is there a left identity? What about inverses? Exercise 2. Write a multiplication table for the set A = {a,b,c,d,e} such that e is an identity element, the product is defined for all elements and each element has an inverse, but the product is NOT associative. Show by example that it is not associative....
Given the following cash flow, what does Descartes’ Rule tell us about the IRRs of this...
Given the following cash flow, what does Descartes’ Rule tell us about the IRRs of this project? EOY Net CF There are 3 possible IRRs 0 -10,000 There are 2 possible IRRs 1 2,000 There is 1 possible IRR 2 4,000 There are 0 IRRs 3 -5500 A and B 4 6000 A and C 5 4000 None of the above – you must solve for the IRR
Please define the following terms and acronyms, a. Process Variation, b. Design Corners, c. Oxide Wear...
Please define the following terms and acronyms, a. Process Variation, b. Design Corners, c. Oxide Wear Out, d. Hot Carriers, e. Electromigration, f. Soft Errors, g. Latchup, h. ITRS, i. IRDS, j. EETIMES
10.3 Descartes' Rule of Signs (a) If c. C2, ..., Cm are any m nonzero real...
10.3 Descartes' Rule of Signs (a) If c. C2, ..., Cm are any m nonzero real numbers, and if 2 consecutive terms of this sequence have opposite signs, we say that these 2 terms present a variation of sign. With this concept, we may state Descartes' rule of signs, a proof of which may be found in any textbook on the theory of equations, as follows: Let f(x) = 0 be a polynomial equation with real coefficients and arranged in...
Please help with average entries in an MxM matrix.here is what I did from pylab import...
Please help with average entries in an MxM matrix.here
is what I did
from pylab import * A genfromtxt ("C:\Users Teacher Documents\\ttree.csv", delimiters print (Matrix A:) for i in range (85): print (A[i].sum()) print('') I-identity (85, 'd') print (I) B=I-A C-inv (B) #a1 = np.linalg.inv (a) #print('Inverse of A:) #print (al) #print(' ') #1 = np.dot (a, al) #print('A*A^{-1} :') print (C[0, :] .sum())
1. Define the following terms and differentiate them from each other by providing examples of each:...
1. Define the following terms and differentiate them from each other by providing examples of each: a. Antisepsis- b. Asceptic- c. -cide/-cidal- d. Degerming- e. Disinfection- f. Pasteurization- g. Sanitization- h. -stasis/-static- i. Sterilization-
History of world economies 1. Briefly define two (2) of the following terms and indicate their...
History of world economies
1. Briefly define two (2) of the following terms and indicate their historic importance with respect to country, regional or global experiences in the 20th or 219 century. [16 marks) (a) The BRIC countries; (b) The second world; (c) Economic nationalism; (d) The Washington Consensus; (e) Mortgage-backed securities; (f) The permit raj;
Which of the following series diverges? n +2 2n -1 n1 n+3 O A. 2 B. O C. 1,3 O D. 1, 2 OE. 2, 3 F. None O G. O H. 1,2,3 Find the sum of the series A. B. OC. 1/10 D. 1/2 3/2 3/4 OE. 1 F. 5/12...
Which of the following series diverges? n +2 2n -1 n1 n+3 O A. 2 B. O C. 1,3 O D. 1, 2 OE. 2, 3 F. None O G. O H. 1,2,3 Find the sum of the series A. B. OC. 1/10 D. 1/2 3/2 3/4 OE. 1 F. 5/12 OG. 1/4 H. Divergent Which of the following series converges? oo 2n 1.Σ n 1 23n nE1 (n+ 1)3 n+ 1 3. O A. None O B. 2 O...
+1. Define what is meant by the following cloud computing terms and describe the potential benefits...
+1. Define what is meant by the following cloud computing terms and describe the potential benefits for a small computing company: a) Infrastructure as a service (4 Marks) b) Platform as a service (4 Marks) c) Software as a service (4 Marks) 2. Define what is meant by the following terms a) Multimedia (2 Marks) b) Hypertext (2 Marks) c) Metadata (2 Marks) d) XML (2 Marks
Please answer the following question in a complete sentence. 1. What are the types of religious experience? 2. What are William James' criteria for a religious experience? 3. Is it the same boat? (why or why not) 4. What does Humes' Fork tell us about knowledge? 5. Please briefly explain the four branches of philosophy. 6. What is the "problem" with Plato's allegory of the cave? 7. Should we trust our senses in determining what is really real? 8. How...
Question 2 please
Exercise 1. Define an operation on Z by a b= a - b. Determine ife is associative or commutative. Find a right identity. Is there a left identity? What about inverses? Exercise 2. Write a multiplication table for the set A = {a,b,c,d,e} such that e is an identity element, the product is defined for all elements and each element has an inverse, but the product is NOT associative. Show by example that it is not associative....
10.3 Descartes' Rule of Signs (a) If c. C2, ..., Cm are any m nonzero real numbers, and if 2 consecutive terms of this sequence have opposite signs, we say that these 2 terms present a variation of sign. With this concept, we may state Descartes' rule of signs, a proof of which may be found in any textbook on the theory of equations, as follows: Let f(x) = 0 be a polynomial equation with real coefficients and arranged in...
Please help with average entries in an MxM matrix.here
is what I did
from pylab import * A genfromtxt ("C:\Users Teacher Documents\\ttree.csv", delimiters print (Matrix A:) for i in range (85): print (A[i].sum()) print('') I-identity (85, 'd') print (I) B=I-A C-inv (B) #a1 = np.linalg.inv (a) #print('Inverse of A:) #print (al) #print(' ') #1 = np.dot (a, al) #print('A*A^{-1} :') print (C[0, :] .sum())
History of world economies
1. Briefly define two (2) of the following terms and indicate their historic importance with respect to country, regional or global experiences in the 20th or 219 century. [16 marks) (a) The BRIC countries; (b) The second world; (c) Economic nationalism; (d) The Washington Consensus; (e) Mortgage-backed securities; (f) The permit raj;
Which of the following series diverges? n +2 2n -1 n1 n+3 O A. 2 B. O C. 1,3 O D. 1, 2 OE. 2, 3 F. None O G. O H. 1,2,3 Find the sum of the series A. B. OC. 1/10 D. 1/2 3/2 3/4 OE. 1 F. 5/12 OG. 1/4 H. Divergent Which of the following series converges? oo 2n 1.Σ n 1 23n nE1 (n+ 1)3 n+ 1 3. O A. None O B. 2 O...
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