National University of Singapore (NUS) Questions

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Demonstrate knowledge of core Java application libraries. Explain the event-driven model underlying Java GUIs: Application Programming Course Work, NUS

Demonstrate knowledge of core Java application libraries. Explain the event-driven model underlying Java GUIs. Write Java programs with interactive graphical user interfaces (GUIs). Demonstrate knowledge of how Java programs interact with databases. Write Java programs that make efficient use of the Java collections package. Demonstrat

Describe the background scientific information that places the reason for the mission or telescope into context: Astronomy Report, NUS

Describe the background scientific information that places the reason for the mission or telescope into context. What is the gap in current knowledge? Explain the scientific aims of the mission/telescope, and how they will be answered. Summarise the data that will be gathered by mission/telescope, or the data that has already been collected.

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The goal of this exercise is to create a web-based audio application using p5.js and its library p5.sound that processes: Intelligent Signal Processing Coursework, NUS

Exercise 1 The goal of this exercise is to create a web-based audio application using p5.js and its library p5.sound that processes a pre-recorded sound file, sending the processed audio signal to the computer’s speakers or audio output. Optionally, the user could also record the processed audio signal as a digital audio file on the computer’s

4-154 As shown in figure 4-154, there is a steel plate whose original length is L=1m: the elastic modulus of the steel plate: Physics Assignment, NUS

4-154 As shown in figure 4-154, there is a steel plate whose original length is L=1m: the elastic modulus of the steel plate is E=2.1×10kg •f/cm². =120Ω: sensitivity coefficient K=2), the measured tensile strain is 300με. Find: elongation of the steel plate ΔL: ΔR/R of the σ strain gauge: if Iμε is to be measured, what is the correspon

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BMA5104: Evaluate the external business environment and compare the dynamic capabilities of the two chosen companies: Global Strategic Management Assignment, NUS

Tasks Evaluate the external business environment and compare the dynamic capabilities of the two chosen companies. Contextualizing (a) their relative competitiveness and (b) responses to the globalization of markets and technology. Critically analyze and compare their current CSR initiatives and social and environmental innovations, in the con

Breast cancer is one of the cancer types with the highest incidence and mortality rates globally. Specific to females: Cancer Science Thesis, NUS

Breast cancer is one of the cancer types with the highest incidence and mortality rates globally. Specific to females, breast cancer is the leading cause of death, cancer-related disability-adjusted life years, and years of life lost in the globe. Significant improvements in systemic therapies and population-based screening have been linked to sign

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Will accounting software reduce employees’ errors & promote their efficiency in the company if it replaces the manual accounting system: Accounting Software Research Paper, NUS

Will accounting software reduce employees' errors & promote their efficiency in the company if it replaces the manual accounting system? Does accounting software help in better analysis? How does a company prevent fraud by using accounting software? cta_question_1

A Comparative Analysis of the Doctrine of Corporate Veil Lifting in both Common and Civil Law Jurisdictions: Law Essay, NUS

A Comparative Analysis of the Doctrine of Corporate Veil Lifting in both Common and Civil Law Jurisdictions to provide clarity to the grounds of fraud for the Courts to adopt a more succinct approach when tackling these areas. cta_question_1

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ME3291: The governing equation for the temperature distribution with time on a 2D square plate measuring 1 unit by1 unit is: Numerical Methods In Engineering Assignment, NUS

The governing equation for the temperature distribution with time on a 2D square plate measuring 1 unit by1 unit is ∂T/∂t = ∂2T/∂x2 + ∂2T/∂y2 subjected to the Dirichlet boundary conditions for T  provided in Fig.1.  You are to obtain the following: (a) The temperature contour plot on the square plate with time, say at t=0.01, 0.1

ME3291: The governing equation for the temperature distribution with time: Numerical Methods for Engineers Assignment, NUS, Singapore

The governing equation for the temperature distribution with time on a 2D square plate measuring 1 unit by1 unit is ∂T/∂t = ∂2T/∂x2 + ∂2T/∂y2 , subjected to the Dirichlet boundary conditions for T  provided in Fig.1.  You are to obtain the following: (a) The temperature contour plot on the square plate with time, say at t=0.01, 0.1

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