City SETS, SET NOTATION and VENN DIAGRAM Group IV Abellar, Ana Mei L. Daquioag, Juliet Mendoza, Dither S. Mitra, Erica Mae M. Ocampo, Jaypee Peralta, Mary Grace Salig, Aerona Rea A. Angelyn M. Pangilinan Professor SETS * is a well-defined collection of distinct objects. A well-defined set means that it is possible to determine whether an object belongs to a given set. Venn Diagram Venn Diagram Kinds of Set 1. Equal Set 2. Equivalent Set
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result. A∩(B C) = (A∩B)∩(A∩C) true false 2. 0.5/0.5 points | Previous Answers SmithMath1 8.1.014. Specify the sets by description. {30,60,90,...,300} multiples of 30 between 0 and 305 3. 0.5/0.5 points | Previous Answers SmithMath1 8.3.017combo.C MI. Let U = {16, 17, 18, 19, 20, 21, 22}, B = {16, 19, 20, 22}, and C = {18, 19, 21, 22}. List all the members of the sets. (Enter solutions from smallest to largest. If there are any unused answer boxes, enter NONE in the last boxes.) B =
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(tentative) TOPICS TO BE COVERED 1. Sets Sets of numbers; real numbers; integers; rational numbers; natural numbers; irrational numbers; Sets and Subsets: set notation; finite and infinite sets; equality of sets; null sets; subsets; proper subsets; comparability of sets; universal sets; power set; disjoint sets; Venn diagrams. Set Operations: Union; intersection; difference; complement, operations on Comparable sets; algebra of sets; cartesian (cross) product of sets. 2. Relations/Functions Relations;
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12650 B.) b) How many ways are there to choose a president, vice president, secretary, and treasurer of the club, where no person can hold more than one office? 303600 4. In how many different ways can five elements be selected in order from a set with three elements when repetition is allowed? 243 5. What is the probability that a fair die never comes up an even number when it is rolled six times? 0.016+- 0.001 (Note: Enter the value of probability in decimal format and round it to three decimal
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x2-36 3x I am trying to find the set of all real numbers that can fit as a solution without the denominator Equaling to ‘0’ which is known as the domain any values that would cause x to equal ‘0’ are Excluded values. If the value x were to be equal to ‘0’ it is no longer considered a ration expression and becomes irrational. For this first expression x cannot = 0 in set notation that would be D= {x| xϵR, x≠0} My second expression is 7w-2
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by 5 and found how many squares can be dissected in them. In my free write I said, that next time we would try and analyze our data and see if we can see a pattern with what we had written down so far.
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used by the auto manufacturers and auto retail dealers attract new buyers. Some of the most effective incentives included a 0% down and the various other low interest financing plans. The research that was examined in the data set revealed that the age of the auto buying consumers is becoming an important factor when looking at auto buying. There are four age groups that will be examined the mid 20’s, 30’s, 40’s and 50’s years of age. Five Step Hypothesis
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potential customers to extend market. Data Description This project uses Bank Marketing Data Set downloaded as .csv format from UCI Machine Learning Repository (http://archive.ics.uci.edu/ml/datasets/Bank+Marketing). The data is from “Using Mining for Bank Direct Marketing” (insert reference) and there is no missing value in the data sets. The data is related with direct marketing campaigns (phone calls) of a Portuguese banking institution. One data set (bankfull. csv) contains all examples whose
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Chapter 10 Instruction Sets: Characteristics and Functions What is an instruction set? - The complete collection of instructions that are understood by a CPU - is the part of the computer architecture related to programming, including the native data types, instructions, registers,addressing modes, memory architecture, interrupt and exception handling, and external I/O. An ISA includes a specification of the set of opcodes (machine language), and the native commands implemented by a particular
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Instruction Set Sl.No. Instruction 1 nop 2 stop 3 adi xx 4 subi xx 5 xri xx 6 ani xx 7 ori xx 8 cmi xx 9ret 16 17 add 18 sub 19 xor 20 and 21 or 22 cmp 23 movs 24 movd 25 movi xx 26 store 27 load 28 push 29 pop 30jmpd xx 37 38jmpr 45 for the Single-Bus Processor Architecture Action Op Code (Hex) No action 00 Exit the program 01 02 [AR] ← [AR] + xx 03 [AR] ← [AR] – xx 04 [AR] ← [AR] ⊕ xx 05 [AR] ← [AR] ∧ xx 06 [AR] ← [AR] ∨ xx [AR] – xx (Flags only) 07 [PC] ← [[SP]], [SP] ← [SP]+1
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