Identify two to three scholarly resources, in addition to this Module’s readings, that evaluate the impact of leadership behaviors in creating healthy work environments

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Identify two to three scholarly resources, in addition to this Module’s readings, that evaluate the impact of leadership behaviors in creating healthy work environments

Assignment: Personal Leadership Philosophies Many of us can think of leaders we have come to admire, be they historical figures, pillars of the industry we work in, or leaders we know personally. The leadership of individuals such as Abraham Lincoln and Margaret Thatcher has been studied and discussed repeatedly. However, you may have interacted with leaders you feel demonstrated equally competent leadership without ever having a book written about their approaches. What makes great leaders great? Every leader is different, of course, but one area of commonality is the leadership philosophy that great leaders develop and practice. A leadership philosophy is basically an attitude held by leaders that acts as a guiding principle for their behavior. While formal theories on leadership continue to evolve over time, great leaders seem to adhere to an overarching philosophy that steers their actions. What is your leadership philosophy? In this Assignment, you will explore what guides your own leadership. To Prepare: Identify two to three scholarly resources, in addition to this Module’s readings, that evaluate the impact of leadership behaviors in creating healthy work environments. Reflect on the leadership behaviors presented in the three resources that you selected for review. Reflect on your results of the CliftonStrengths Assessment, and consider how the results relate to your leadership traits. The Assignment (2-3 pages): Personal Leadership Philosophies Develop and submit a personal leadership philosophy that reflects what you think are characteristics of a good leader. Use the scholarly resources on leadership you selected to support your philosophy statement. Your personal leadership philosophy should include the following: A description of your core values A personal mission/vision statement An analysis of your CliftonStrengths Assessment summarizing the results of your profile A description of two key behaviors that you wish to strengthen A development plan that explains how you plan to improve upon the two key behaviors you selected and an explanation of how you plan to achieve your personal vision. Be specific and provide examples. Be sure to incorporate your colleagues’ feedback on your CliftonStrengths Assessment from this Module’s Discussion 2.

 

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find the study questions and response paper assignment for soseki s sanshiro

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It can be argued that in Sanshirō Sōseki is seeking to constitute lived experience of the late Meiji period (post Russo-Japanese War) in terms of fraught, youthful male-female relations. With Lois Tyson’s “Feminist Criticism” in mind, write about what Sōseki’s treatment of such relationships tells us about what changed and what stayed the same in Japanese society at the time and what the outcomes/consequences of this were. Why, in other words, are Sanshirō and Mineko unable to form a lasting, intimate relationship, and what does this reveal about the nature and psychosocial dynamics of the Meiji “transformation” of culture and society?

What do you think are the most important take-away insights/messages of the novel, and why? What did you learn from reading Sanshirō that seems to be relevant/meaningful to our own lives and times?

 

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each question with 350 words for q1 q2

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Q1: List and discuss the five key characteristics of cloud computing.

Smallwood (2014) discussed that most records are useful for only a short time, but other records may need to be retained for longer periods of time.

Q2: What do organizations need to ensure to preserve records for longer periods or even permanently?

 

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I have created this code in order to calculate and sketch theFourier Coefficients A0 ,An ,and Bn wit

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I have created this code in order to calculate and sketch theFourier Coefficients A0 ,An ,and Bn without using Fourier Seriescommand but,unfortunately the plots results did not look like aFourier Series. if someone please guide me to solve thisproblem. *the time that I want to calculate my funaction from 0:0.1:1 thank you
I identified all the terms that i am going to use in thisproject T=1; %Time Period wo=2*pi/T;a0=0;% coefficient A0=0;% coefficienta1=0;% coefficientA1=0;% coefficienta2=0;% coefficientA2=0;% coefficienta3=0;% coefficientA3=0;% coefficienta4=0;% coefficientA4=0;% coefficienta5=0;% coefficientA5=0;% coefficienta6=0;% coefficientA6=0;% coefficienta7=0;% coefficientB7=0;% coefficientb1=0;% coefficientB1=0;% coefficientb2=0;% coefficientB2=0;% coefficientb3=0;% coefficientB3=0;% coefficientb4=0;% coefficientB4=0;% coefficientb5=0;% coefficientB5=0;% coefficientb6=0;% coefficientB6=0;% coefficientb7=0;% coefficientB7=0;% coefficient in this step. i want to calculate the values of my function andstore them in a Matrix. x=0:0.1:T; % x is the time axisk=1:T/0.1+1;funcation=x;F(k)=funcation;for x=0:0.1:T;k=1:T/0.1+1;a0=F(k)+a0;endA0=0.1*a0/T;for x=0:0.1:T;k=1:T/0.1+1; b1=F(k).*sin(1.*wo.*x)+b1; b2=F(k).*sin(2.*wo.*x)+b2; b3=F(k).*sin(3.*wo.*x)+b3; b4=F(k).*sin(4.*wo.*x)+b4; b5=F(k).*sin(5.*wo.*x)+b5; b6=F(k).*sin(6.*wo.*x)+b6; b7=F(k).*sin(7.*wo.*x)+b7;endfor x=0:0.1:T;B1=0.1.*2.*b1./T.*sin(1.*wo.*x);B2=0.1.*2.*b2./T.*sin(2.*wo.*x);B3=0.1.*2.*b3./T.*sin(3.*wo.*x);B4=0.1.*2.*b4./T.*sin(4.*wo.*x);B5=0.1.*2.*b5./T.*sin(5.*wo.*x);B6=0.1.*2.*b6./T.*sin(6.*wo.*x);B7=0.1.*2.*b7./T.*sin(7.*wo.*x);endbq=B1+B2+B3+B4+B5+B6+B7;for x=0:0.1:T;k=1:T/0.1+1; a1=F(k).*cos(1.*wo.*x)+a1; a2=F(k).*cos(2.*wo.*x)+a2; a3=F(k).*cos(3.*wo.*x)+a3; a4=F(k).*cos(4.*wo.*x)+a4; a5=F(k).*cos(5.*wo.*x)+a5; a6=F(k).*cos(6.*wo.*x)+a6; a7=F(k).*cos(7.*wo.*x)+a7;endfor x=0:0.1:T; A1=0.01.*2.*a1./T.*cos(1.*wo.*x); A2=0.1.*2.*a2./T.*cos(2.*wo.*x);A3=0.1.*2.*a3./T.*cos(3.*wo.*x);A4=0.1.*2.*a4./T.*cos(4.*wo.*x);A5=0.1.*2.*a5./T.*cos(5.*wo.*x);A6=0.1.*2.*a6./T.*cos(6.*wo.*x);A7=0.1.*2.*a7./T.*cos(7.*wo.*x);endaq=A1+A2+A3+A4+A5+A6+A7;FQ=bq+aq+A0;plot(F(k))figureplot(FQ) Attached

 

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