Practice matching bases under “More about DNA & Genes” and “Build a DNA Molecule”.

Please complete the other strand on the DNA molecule below A T C G G C T A T T A G G A Under the “Tour of Basic Genetics” find “What are DNA and Genes?”, and answer these questions:

About how much DNA do we have (make sure to include units)?

What is your genome defined as?

About how many genes do we have?

About how similar is your DNA to that of another person?

Speaking of “genes”, it is now time to turn the DNA into RNA. To do this, please go to “More about DNA & Genes” and “Anatomy of a Gene”. You will need to click around the image to answer these questions. Genes begin with a Promoter, click on the promoter and tell me:

What binds to a promoter and why?

Genes contain Introns and Exons, which one of these are cut out?

Now to understand a little bit about what this sequence means, please go to “More about DNA and Genes” and “How do Cells read Genes?” Learn a bit about a “DNA as a sentence” and the Universal Genetic Code.

Why is having the correct “reading frame” important?

What letters code for the start codon?

What do the stop codons do and what are their codes?

Also tell me, what is a mutation?

To learn a bit more about the outcome of mutation, leave the “More about DNA and Genes” section and check out one of the examples in “More about Mutation” and then “The Outcome of Mutation”

Pick one of the examples and explain to me what happened

Now watch a video about making and using RNA under “More about Proteins” and “Transcribe and Translate a Gene”.

This process relies on DNA and three types of RNA, under “More about RNA” and then “RNA’s role in the Central Dogma” give me a description of the following

DNA

mRNA

tRNA

rRNA

Finally, put it all together. Explore “How a firefly’s tail makes light” under “More about Proteins” and tell me, starting at the gene and ending at the chemical reaction, how does a firefly make light?

The standard error of the regression coefficient is .009. Calculate a statistical test to determine if the regression coefficient differs from 0. State the research and null hypothesis. What table value is needed to reject the null hypothesis? What is the value of your calculated test statistic? What is the approximate probability of making a Type I error? What do you conclude about the nature of the linear relationship between state population density and covid19 mortality rate?

Dr. Rulet is an expert in addictive behaviors. One day it occurred to her that perhaps mathematic efficiency is related to gambling addiction. Therefore, she instructed her lab to test a handful of known gambling-addicted individuals on both the SAT mathematics section and the Gambling-related Addiction Behavior (GAB) scale. The data is summarized below:

With the above data, answer the following:

1. When Dr. Rulet thought about this possible relationship between mathematic efficiency and gambling addiction, she reasoned that those who are good at mathematics might be more inclined to use their ability to gamble (and thus be more addicted). She therefore hypothesized that the participants’ GAB score would increase as SAT mathematics scores increased. State the appropriate alternative and null hypotheses using the statistical notation for stating mathematical relationships.

2. What is the strength and direction of the relationship between the SAT mathematic and GAB scores?

3. Assuming an alpha level of 0.05, provide the critical and obtained values for this hypothesis test.

4. Assuming an alpha level of 0.05, make a decision as to whether the result of the hypothesis test is significant or insignificant, as well as whether you should reject or fail to reject the null hypothesis, being sure to explain why. Also, interpret the results of the hypothesis test in everyday language (i.e., is there a reliable relationship between SAT mathematic and GAB scores?).

You realize early on that it will be essential to determine Zoopledorf’s surface gravity gZ — the magnitude of the gravitational acceleration near the planet’s surface. Fortunately, the expedition’s supplies include a small ball and two motion sensors. The motion sensors record the time when an object passes in front of them, but no other information about the object’s motion.

To measure gZ, you set up the motion sensors, one a distance h directly above the other. You toss the ball vertically upward so that it passes each motion sensor twice: once on the way up, and once on the way down. Explain how you can use the measured height h between the two motion sensors and the timestamps the sensors record (four in total) to determine Zoopledorf’s surace gravity gZ. State any assumptions you make about the motion of the ball, and discuss factors that might reduce the accuracy of your measurement.

Introduction
A business plan is a written document that describes your business, its objectives
and strategies, the market you are targeting and your financial forecast. It is
important to have a business plan because it helps you set realistic goals, secure
external funding, measure your success, clarify operational requirements and
establish reasonable financial forecasts. Preparing your plan will also help you focus
on how to operate your new business and give it the best chance for success.
Securing financial assistance to start your new business will be directly related to the
strength of your business plan. To be considered a viable candidate to receive funds
from a financial institutions or investors, you must demonstrate that you understand
every aspect of your business, and its ability to generate profit.
A business plan is more than just something to show lenders and investors; it is also
necessary to help you plan for the growth and progress of your business. Your
business’s success can depend on your plans for the future.
Listed below are examples of questions to ask you when writing your business plan:
• How will I generate a profit?
• How will I run the business if sales are low or if profits are down?
• Who is my competition, and how will you co-exist?
• Who is my target market?
You are required to write a Business Plan Report and you are advised to follow the
below given outline. To make the best impression, a business plan should follow a
convention structure, such as the outline shown below.
Cover page
Table of contents
1. Executive Summary
• A succinct highlight of the overall plan- include ownership structure, business
address, product/service, the management team and strategy and strengths.
2. Industry Analysis
• An overview of the industry, including consideration of the competition, industry
trends, and regulatory bodies.
3. Definition of the Business
• Explanation of the business concept, the current offering and the projected
growth.
4. Purpose of the Business Plan
• Dominant reason for the preparation of the business plan.
5. Business Feasibility
• Analysis of the demand (include highlights of the findings of the market
feasibility study), risk (include business and market risks), environmental
impact.
6. Justification of the Business
• Economic, social and personal benefits.
7. Organisation and Management
• Vision and mission statement, corporate goals, managerial competence,
organisation structure and organisation chart.
8. Operational Considerations
Location, technical requirements (explain key business processes),
equipment required (state whether it is a manufacturing or retail business),
suppliers of raw materials, utilities, opening hours etc.
9. Marketing Arrangements
• Target market, definition of the product or service, pricing, distribution and
promotion.
10. Financial Consideration
• Source of financing, capital cost, pre-operating expenses, working capital
requirements, cash budget over three years (estimation of the cash inflows
and outflows).
11. Appendices
• Tools used in feasibility study, profile of management team, prospective
suppliers and clients, samples of product design, labels, promotional
campaigns, floor plan and legal documents (where possible)
12. References
• Bibliography, credits, acknowledgements.
Guidelines writing business plan
1. All work must be submitted in English.
2. Please use the same format for completing the final project report:
a. Use A4 size paper and leave at least 40 mm for the left-hand margin and about
25 mm for the right-hand margin. Also leave about 40 mm at the top and 25
mm at the bottom of each sheet.
b. Font is Arial and font size 12.
c. Paragraph spacing 1.5.
d. Number each sheet at the bottom. As you write, make cross-references by
section rather than by pages. Page numbers may change later. If you wish to
refer to the page numbers in the text, do so only after you have the final
version of the report.
e. Sections and subsections should be numbered for reference, but avoid
cumbersome sub-sub-section numbering such as 4.2.3.6. To keep the
contents, list short, include only numbered headings. There is probably no
need to exceed two digit numbers, such as 4.2 or 3.4.
f. Headings should be used at the beginning of sections and anywhere else
necessary. Carefully selected headings make the report clearer and will avoid
confusing the reader. They should be distinguished by a change of font or size,
or may be underlined in the report.
g. Tables should be used to present information concisely where graphs or
histograms are not appropriate. In setting out tables, arrange the data so that
there are more rows than columns and use a minimum of horizontal lines.
Table headings should follow the section number (e.g., in Section 1, Table 1.1,
1.2, 1.3 ...) in the order in which they are mentioned. They can then be referred
to in the text by number only (e.g., Table 1.1). Place the tables in the text near
to where they are first referred to. If you use a very large number of tables,
they may be more conveniently placed at the end of the report or you may
want to put them in the appendix.
h. Equations should be numbered by section (e.g., in Section 2, Equation 2.3, 2.7
...). You may need to show an equation in the financial projection section. This
ensures that if one is deleted or if you need to refer to an equation that you
have not previously numbered, only those in that particular section need to be
re-numbered. Keep the number to the right margin of the page. Check all
references to equations in the text when editing your final draft.
i. Graphs, histograms, drawings, diagrams and photographs should all be
referred to as figures: Figure 1.1, Figure 1.2, and so on. If the size of the
figures is small, you may put two on one page. Insert a caption for each figure.
Place the figures in the text next to where they are first mentioned. Keep the
labelling inside the figures to a minimum using letters, abbreviations and
symbols; avoid phrases. Use the figure caption to explain the details. For
example, different curves on a graph may be labelled A, B, C and so on and
each can then be identified in the caption. Check all references to figures in the
text and any information you quote from within the details of the figure.
j. You may use different colours between curves or parts of a diagram.

Please answer asap need answer very urgent

A business plan is a written document that describes your business, its objectives
and strategies, the market you are targeting and your financial forecast. It is
important to have a business plan because it helps you set realistic goals, secure
external funding, measure your success, clarify operational requirements and
establish reasonable financial forecasts. Preparing your plan will also help you focus
on how to operate your new business and give it the best chance for success.
Securing financial assistance to start your new business will be directly related to the
strength of your business plan. To be considered a viable candidate to receive funds
from a financial institutions or investors, you must demonstrate that you understand
every aspect of your business, and its ability to generate profit.
A business plan is more than just something to show lenders and investors; it is also
necessary to help you plan for the growth and progress of your business. Your
business’s success can depend on your plans for the future.
Listed below are examples of questions to ask you when writing your business plan:
 How will I generate a profit?
 How will I run the business if sales are low or if profits are down?
 Who is my competition, and how will you co-exist?
 Who is my target market?

QUESTION 1 The Senator of Azenator State, is worried about the rising numbers in high blood pressure related deaths in his Jurisdiction and wants an end to this canker. A reputable medical research officer has claimed that, the situation is probably as a result of the ageing population of his State. The blood pressures, Y (mmHg), and Ages, X (years) of 10 hospital patients were sampled from Azenator State and summarized below. Patient A B C D E F G H I J Age (X) in Years 20 25 50 30 45 60 10 15 35 70 BP(Y) in (mmHg) 80 85 125 90 100 135 80 70 100 140 NB: Approximate to 2 decimal places Use the table to answer the questions that follow; i) Calculate the product moment correlation coefficient for the data and interpret your result. ii) If the Senator decides to purchase and distribute Norvasc (a medicine that reduces blood pressure), based on your results in (i), which age group (youth or old adults) should be given priority? Briefly explain your answer. iii) Give a reason to support fitting a regression model of the form ? = ? + ?? + ? , where (a) is the y-intercept or constant, (b) is the slope of the function, (y) is the blood pressure of a patient, (X) is the age of a patient and ? is the error term. iv) From the model specified in (iii), estimate the values of (a) and (b) and interpret the values v) What is the blood pressure of an infant at birth? vi) Predict the blood pressure of a patient who is 90 years old. vii) Estimate the coefficient of determination and interpret your result.

A regression model to predict Y, the state-by-state 2005 burglary crime rate per 100,000 people, used the following four state predictors: X1 = median age in 2005, X2 = number of 2005 bankruptcies per 1,000 people, X3 = 2004 federal expenditures per capita, and X4 = 2005 high school graduation percentage. Predictor Coefficient Intercept 4,304.4610 AgeMed -26.903 Bankrupt 20.8921 FedSpend -0.0312 HSGrad% -29.1815 (a) Write the fitted regression equation. (Round your answers to 4 decimal places. Negative values should be indicated by a minus sign.) yˆ =_____ + _____ AgeMed + _______ Bankrupt + _____ FedSpend + ______ HSGrad%

(b-1) The 2005 state-by-state crime rate per 100,000

increases by about 27 as the state median age increases.

decreases by about 27 as the state median age increases.

(b-2) The 2005 state-by-state crime rate per 100,000

decreases by about 21 for every 1,000 new bankruptcies filed.

increases by about 21 for every 1,000 new bankruptcies filed.

(b-3) The 2005 state-by-state crime rate per 100,000

decreases by 0.0312 for each dollar increase in federal funding per person.

increases by 0.0312 for each dollar increase in federal funding per person.

(b-4) The 2005 state-by-state crime rate per 100,000

decreases by about 29 for each 1% increase in high school graduations.

increases by about 29 for each 1% increase in high school graduations.

(c) Would the intercept seem to have meaning in this regression?

Yes No

(d) Make a prediction for Burglary when X1 = 30 years, X2 = 5.0 bankruptcies per 1,000, X3 = $5,723, and X4 = 80 percent.

(Round your answers to 4 decimal places.)

Burglary Rate $_______

1) Monopolies may create a transfer of wealth from consumers to producers. So what? society does not become poorer because of that. Then, what is the problem with a monopoly from an economic point of view? Would you say that every monopoly is not competitive? why yes or why not? Provide examples. What would be the best indicator of a competitive industry? What are the main sources of market power?

2)Explain, why do we say that COVID created a large externality problem? What possible solutions do we have to solve externalities? From all the options available to solve externality-like problems which one did we use and how? Do you observe positive externalities with COVID? Explain. Also, do you think a vaccine is a public good? If so, why? or maybe you think it is not a public good, then again, why?

3)Given a Demand Curve as: P = 100 -2Q. Fixed Cost = 100 and Marginal Cost = 20. Find the total profit of a monopolist under those conditions. Explain with as much detail as possible how you found your answer.

Complete a thorough curve analysis of the function ?(?) = ?4 − 12?³ + 48?² − 64?.

Follow the Algorithm for Curve Sketching as outlined in Section 4.5 of your textbook. You are expected to clearly demonstrate all aspects of the curve analysis, summarize your results clearly, and draw (by hand) an accurate sketch of the function with all key points labelled on the sketch. Show all algebraic steps to your process clearly. Annotate your work to demonstrate what information is gained from each part of the process. State conclusions clearly.

This task does ask you to demonstrate clearly how the function equation, the first derivative, and the second derivative can all be used to fully understand all important characteristics of the graph.