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Answers only*Which problem would best be solved using as an approximation of π?a. Find the perimeter of ...
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1. Complete the table below to solve the equation 2.5x – 10.5 = 64(0.5x).2. A newspaper started an online version of its ...
Need algebra help for Solving systems of equations
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For this Assignment, you will continue your practice as a critical consumer of research. You will critically evaluate a sc ...
Multiple regression
For this Assignment, you will continue your practice as a critical consumer of research. You will critically evaluate a scholarly article related to multiple regression.To prepare for this Assignment:Use the Course Guide and Assignment Help found in this week’s Learning Resources and search for a quantitative article that includes multiple regression testing. Also, you can use as guide the Research Design Alignment Table located in this week’s Learning ResourcesI found these articles....SELECT ONE( which is the most applicable) https://academic.oup.com/intqhc/article/23/3/302/1792830 - article 1https://link.springer.com/article/10.1186/s12904-019-0405-x - article 2https://pdfs.semanticscholar.org/6ba5/6041f939ac4d51e14ea81929b41fd22c62b3.pdf - article 3For this Assignment:Write a 3- to 5-paragraphs critique of the article (2 to 3 pages). In your critique, include responses to the following:Why did the authors use multiple regression?Do you think it’s the most appropriate choice? Why or why not?Did the authors display the data?Do the results stand alone? Why or why not?Did the authors report effect size? If yes, is this meaningfulUse APA FORMAT. INCLUDE REFERENCES
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Gre Gpa Report Analysis.edited
In this scenario, the GRE score is the dependent variable while the GPAs is the independent variable. Educators suppose th ...
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In this scenario, the GRE score is the dependent variable while the GPAs is the independent variable. Educators suppose that GRE score can determine ...
University of California Los Angeles Conditionally Convergent Exercises
2. Let xn =
n+1
n2+1 .
(a) Prove that (xn) is a decreasing sequence.
(b) Prove that P∞
n=1(−1)n+1xn is a converge ...
University of California Los Angeles Conditionally Convergent Exercises
2. Let xn =
n+1
n2+1 .
(a) Prove that (xn) is a decreasing sequence.
(b) Prove that P∞
n=1(−1)n+1xn is a convergent series.
(c) Find a constant c > 0 such that xn ≥
c
n
for all n ∈ N.
(d) Determine whether the series P∞
n=1(−1)n+1xn is absolutely or conditionally convergent. 3. Let P∞
n=1 xn and P∞
n=1 yn be convergent series. Show that:
(a) P∞
n=1(axn) = a
P∞
n=1 xn for any a ∈ R.
(b) Show that P∞
n=1(xn + yn) = P∞
n=1 xn +
P∞
n=1 yn.
These results are series analogues of the Algebraic limit theorem.
(c) Show that the assumption that both series converge is necessary for part (b).
(d) Is it true that P∞
n=1 xnyn =
P∞
n=1 xn
P∞
n=1 yn
6. Study the convergence of the following series:
(a) X∞
n=1
2
n
n2
(b) X∞
n=1
n
2
2
n
(c) X∞
n=1
(−1)n+1n
2 + 2
n2 + 1
(d) X∞
n=2
n
log n
(log n)
n
(e) X∞
n=1
√
n + 1 −
√
n
n
(f) X∞
n=1
(xn+1 − xn) for any sequence (xn)
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Math help needed with area and circumference
Answers only*Which problem would best be solved using as an approximation of π?a. Find the perimeter of ...
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Answers only*Which problem would best be solved using as an approximation of π?a. Find the perimeter of a rectangle with side lengths of 3 ft and 4 ft.b. Find the area of a circle with a radius of 33.1 in.c. Find the circumference of a circle with a diameter of 14 ft.d. Find the circumference of a circle with a radius of 12 m.Find the perimeter of a shape with coordinates at X(0, 1), Y(5, -2), and Z(-3, -2).Round to the nearest tenth, if necessary.a. 16b. 18.1c. 17.2d. 16.8Find the area of the shape shown below. Round to the nearest tenth, if necessary.a. 24.5b. 35c. 21.6d. 45.5Find the perimeter of the polygon ABCDEFG shown below. Round to the nearest tenth, if necessary.a. 59.7b. 26c. 30d. 27.7Find the area of circle C shown below. Leave your answer in terms of π.a. b. c. d.
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Need algebra help for Solving systems of equations
1. Complete the table below to solve the equation 2.5x – 10.5 = 64(0.5x).2. A newspaper started an online version of its ...
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Multiple regression
For this Assignment, you will continue your practice as a critical consumer of research. You will critically evaluate a sc ...
Multiple regression
For this Assignment, you will continue your practice as a critical consumer of research. You will critically evaluate a scholarly article related to multiple regression.To prepare for this Assignment:Use the Course Guide and Assignment Help found in this week’s Learning Resources and search for a quantitative article that includes multiple regression testing. Also, you can use as guide the Research Design Alignment Table located in this week’s Learning ResourcesI found these articles....SELECT ONE( which is the most applicable) https://academic.oup.com/intqhc/article/23/3/302/1792830 - article 1https://link.springer.com/article/10.1186/s12904-019-0405-x - article 2https://pdfs.semanticscholar.org/6ba5/6041f939ac4d51e14ea81929b41fd22c62b3.pdf - article 3For this Assignment:Write a 3- to 5-paragraphs critique of the article (2 to 3 pages). In your critique, include responses to the following:Why did the authors use multiple regression?Do you think it’s the most appropriate choice? Why or why not?Did the authors display the data?Do the results stand alone? Why or why not?Did the authors report effect size? If yes, is this meaningfulUse APA FORMAT. INCLUDE REFERENCES
15 pages
Gre Gpa Report Analysis.edited
In this scenario, the GRE score is the dependent variable while the GPAs is the independent variable. Educators suppose th ...
Gre Gpa Report Analysis.edited
In this scenario, the GRE score is the dependent variable while the GPAs is the independent variable. Educators suppose that GRE score can determine ...
University of California Los Angeles Conditionally Convergent Exercises
2. Let xn =
n+1
n2+1 .
(a) Prove that (xn) is a decreasing sequence.
(b) Prove that P∞
n=1(−1)n+1xn is a converge ...
University of California Los Angeles Conditionally Convergent Exercises
2. Let xn =
n+1
n2+1 .
(a) Prove that (xn) is a decreasing sequence.
(b) Prove that P∞
n=1(−1)n+1xn is a convergent series.
(c) Find a constant c > 0 such that xn ≥
c
n
for all n ∈ N.
(d) Determine whether the series P∞
n=1(−1)n+1xn is absolutely or conditionally convergent. 3. Let P∞
n=1 xn and P∞
n=1 yn be convergent series. Show that:
(a) P∞
n=1(axn) = a
P∞
n=1 xn for any a ∈ R.
(b) Show that P∞
n=1(xn + yn) = P∞
n=1 xn +
P∞
n=1 yn.
These results are series analogues of the Algebraic limit theorem.
(c) Show that the assumption that both series converge is necessary for part (b).
(d) Is it true that P∞
n=1 xnyn =
P∞
n=1 xn
P∞
n=1 yn
6. Study the convergence of the following series:
(a) X∞
n=1
2
n
n2
(b) X∞
n=1
n
2
2
n
(c) X∞
n=1
(−1)n+1n
2 + 2
n2 + 1
(d) X∞
n=2
n
log n
(log n)
n
(e) X∞
n=1
√
n + 1 −
√
n
n
(f) X∞
n=1
(xn+1 − xn) for any sequence (xn)
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