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Classified in Mathematics
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Classified in Mathematics
Written at on English with a size of 1.75 KB.
Classified in Mathematics
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1) If a toy company is planning to introduce 3 new toys next Christmas. The toys sales can be a success or a failure, what is the probability that at least 2 of the toys are a success?
FFF FFS FSF FSS 4/8 = ½ = 0.5
S SFF SFS SSF SSS
For problems 2 and 3: a guitar manufacturer has an average daily production of 60 units, with a standard deviation of 7 units per day. If the guitar production distribution is mound shape:
2) What percentage of days in a month will have a daily production between 53 and 74 units?
53
3) What percentage of days in a month will have a daily production of more than 67 units?
x>67 = 16%
4) A combination lock system has three ten-digit (0 to 9) number wheels side by side. How many four-digit opening numbers are possible if... Continue reading "Probability and Statistics Problems with Solutions" »
Classified in Mathematics
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unit 14.WORKING WITH THE TEXT
1.‐ Niamh is the student participating in the Erasmus pro
2.‐ a.‐ “we should all apply for it.” Recommendation that
all students apply for the Erasmus project b.‐ “we all
were still grateful” they were grateful despite not getting
what they wanted. C.‐ “After filling out papers and
forms” Completing the paperwork for the project
d.‐ “I would like to set up” she wants to begin the
creation of something. E.‐ “regardless of studying
Spanish for a year.” Despite studying Spanish during one
year she knew none. 3.‐ a.‐ It was good to know
someone spoke English. B.‐ They took him to the local
farm. C.‐ Because she gained experience and that would
be useful in the future.
VOCABULARY a.‐ English... Continue reading "Concept of education" »
Classified in Mathematics
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Write your tLecture 1
Descriptive statistics: Describe and summarize the data from the sample.
Probability models describe a model
For the population which can be used to make probability statements about what
Can be seen in the sample.
Statistical Inference goes in the
Other direction. It uses the data in the sample to make inference about
Features of the population with
Associated confidence and/or error bounds.
SPSS: Rows are subjects/units which are also Referred to as cases.
Columns are Things which are being measured on the cases. These are called variables.
Examples:
Obtaining Frequency tables:
Analyze -> Descriptive Stats -> Frequencies
Bar Graph: Graphs -> Legacy Dialog -> Bars -> Simple -> Category Axis (zyg)
Pie Chart:... Continue reading "Blood test "solt" »
Classified in Mathematics
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Statistics is the science of organizing data to draw conclusions or answer questions.
Descriptive statistics describe data through numerical summaries and graphs.
Variables are characteristics of individuals within the population.
Discrete variables are counted, while continuous variables are measured.
Nominal variables are named, while ordinal variables are ranked or ordered.
Interval variables have no meaningful zero and equal intervals between values, while ratio variables have a meaningful zero.
The response variable is what is being studied, the explanatory... Continue reading "Introduction to Statistics" »
Classified in Mathematics
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Classified in Mathematics
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Manifesting, suffering, or characterized by great physical or mental pain.
Large and accommodating.
The expression of approval or agreement.
(Of something bad) happen to someone.
A two-wheeled horse-drawn vehicle used in ancient warfare and racing.
Become pregnant with (a child). Form or devise (a plan or idea) in the mind.
Friendly, warm.
Moisture condensed from the atmosphere, especially at night, and deposited in the form of small drops upon any cool surface.
Of, from, or like God or a god.
Female deer.
An enemy or opponent.
Used to refer to something very light, thin, and insubstantial or delicate.... Continue reading "Vocabulary Builder: 35 Essential Words with Definitions" »
Classified in Mathematics
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1. Give a direct proof of the following: “If x is an odd integer and y is an even integer, then x + y is odd”.
Suppose x = 2k + 1, y = 2l. Therefore x + y = 2k + 1 + 2l = 2(k + l) + 1, which is odd.
2. Consider the following theorem: If n is an even integer, then n + 1 is odd. Give a proof by contraposition of this theorem.
Suppose n + 1 is even. Therefore n + 1 = 2k. Therefore n = 2k − 1 = 2(k − 1) + 1, which is odd
3. Consider the following theorem: If n is an even integer, then n + 1 is odd. Give a proof by contradiction of this theorem.
Suppose n = 2k but n + 1 = 2l. Therefore 2k + 1 = 2l (even = odd), which is a contradiction
4. Prove the following theorem: n is even if and only if n2 is even.
If n is even, then n2 = (2k)2 = 2(2k2), which
... Continue reading "Law 19983 on" »Classified in Mathematics
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Personal profile and key skills
A Person who uses all his knowledge to obtain the best results in the company and Able to generate an environment of trust with my colleagues to work effectively
Employement history
Apple, Coca Cola Samsung and Lamborghini S.A.De Cv
Responsibilities
Advising Each of our clients to helping them with the purchases they need and apply Sales techniques to generate income.
Archivievements
Increase in Sales in less than a month, new real customers and the expansion of a new Market
Education
§UTVT, Mtr. In International Business
§Dr. In Political Marketing
Hobbies and interest
§reading business Books
§playing soccer and Chess
§learning the Chinese language
§teaching sales Techniques
Classified in Mathematics
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This document outlines the steps to calculate production costs, including equivalent units and costs for work-in-progress (WIP) and finished goods.
Step 1 - Determine the units of product to account for (how much inventory do we need to track?) | |||||
Units in beginning WIP | 30,000 | ||||
+ Units started this period | 155,000 | ||||
= Total units to account for | 185,000 | ||||
Step 2 - Determine the number of units of product accounted for (where is the inventory at the end of the month?) | |||||
Step 2 MUST equal Step 1 | |||||
Units in beginning WIP | 30,000 | ||||
+ Units started and completed during the period | 119,000 | 149,000 finished - 30,000 started last month = 119,000 started and finished this month | |||
+ Units in ending WIP | 36,000 | 30,000 Beg WIP + 155,000 started - 149,000 finished = 36,000 not finished | |||
= Total |