In an article titled ‘Wounds will never heal’ published in The Sunday Mail‚ 18 March‚ p. 42‚ author Max argues that Australia should not have signed an agreement for regional co-operation and a closer relationship between the Australian and Japanese militaries (Venables 2007‚ p. 42). As we move forward‚ we will be critically examining the article using through three kinds of proofs - Ethos‚ Pathos and Logos; defined in Aristotle’s rhetoric theory which will be explained in more details in the
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considered reliable are called significant figures . Chemical calculations involve numbers representing actual measurements. In a measurement‚ significant figures in a number consist of: Figures (digits) definitely known + One estimated figure (digit) In class you will hear this expressed as "all of the digits known for certain plus one that is a guess." Recording Measurements When one reads an instrument (ruler‚ thermometer‚ graduate‚ buret‚ barometer‚ balance)‚ he expresses the reading as one which
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represented by themselves. The answer: 00110101 2) Yes. The four least significant digits of the ASCII code match the four bits of BCD. 3) Between -7999 and +7999. This is because 16 bits provide four four-bit locations. The lowest (right most) and two middle 4 bits can each store any number from 0 to 9. In the highest (left most) 4 bits‚ one bit is used for the sign‚ leaving 3 bits for digits. These 3 bits can accommodate numbers between 0 and 7. 4) a) 15675 is a positive
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smallest number whose first three multiples contain the digit 2. Observe that 124*1 = 124‚ 124*2 = 248‚ 124*3 = 372 and that 124‚ 248 and 372 each contain the digit 2. It is possible to generalize this property to be the smallest number whose first n multiples each contain the digit 2. Write a function named smallest(n) that returns the smallest number whose first n multiples contain the digit 2. Hint: use modulo base 10 arithmetic to examine digits. Its signature is int smallest(int n) You may
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your analysis‚ it is important to ensure that the description and corresponding trade classification‚ or tariff code is correct. 4-digit HS: 1006 6-digit HS: 100640 Note: In the selection menu of Trade Map‚ click on Advanced Search. You can search by keyword the corresponding HS code of the product using one or several keywords through the HS label at 2‚4‚6 digits level of the Harmonized system and at the national tariff line level. 3. Provide the national tariff line code of the product (NTL)
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1011112 = 4610 Exercise 1.1.12 – 100000012 = 12910 Lab 1.2: Binary Math and Logic Exercise 1.2.1 – 1111 Exercise 1.2.2 – 1011 Exercise 1.2.3 –1110 Exercise 1.2.4 – 111 Exercise 1.2.5 – 100 Exercise 1.2.6 – 0110 Exercise 1.2.7 – 1100‚ only when the digits are the same the slot will change Exercise 1.2.8 – 110‚ when there are 2 of same number on same slot it gets pushed one slot to right. Exercise 1.2.9 – 1111‚ compares 2 bits and produces a 1 if either of them are a 1 or a 0 otherwise Lab 1.3: Bit
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the screen. IDENTIFIERS: An identifier is just like a variable which can hold different values. Identifiers in M# cannot have a number/digit in them. All characters in an identifier must be in small-case. Valid Identifiers Invalid Identifiers Var Var1 Int 5int num 2nuM COMMENTS: Comments in M# are defined as any no. of strings or digits between the two hash ‘#’ symbols. Comments are represented as follows: #….. # TERMINATOR: Period or dot (.) is used for the termination
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91‚ 91‚ 92‚ 92‚ 95‚ 98‚ 99 Since the data range from 56 to 99‚ the stems range from 5 to 9. To plot the data‚ make a vertical list of the stems. Each number is assigned to the graph by pairing the units digit‚ or leaf‚ with the correct stem. The score 56 is plotted by placing the units digit‚ 6‚ to the right of stem 5. Stem 5 6 7 8 9 Leaf 69 459 013678 02256 1122589 a. What type of graph does a stem and leaf plot represent when turned vertically? Histogram b. What was the lowest score
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memory is far more complex than as purposed in the multi-store model. Joseph and Jacobs (1987) experiment supports the multi-store model‚ as they have shown that the capacity of short-term memory is limited from 5-9 digits. They directed an experiment by asking participants to recall digits and with
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necessary for yourself to succeed in the course. Evaluate the expression. 1) 3! Answer: 6 2) 11C2 Answer: 55 3) 12C0 Answer: 1 4) 5P4 Answer: 120 5) 8P4 Answer: 1680 5) 4) 3) 2) 1) 6) How many different 4-digit sequences can be formed using the digits 0‚ 1‚...‚9 if repetition of digits is allowed? Answer: 10‚000 6) 7) A shirt company has 3 designs each of which can be made with short or long sleeves. There are 5 color patterns available. How many different types of shirts are
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