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ICT239 BMI App Development and Enhancement | ECA – SUSS

Question 1 Question 1a Using relevant code in the frontend and backend components, explain FIVE (5) differences between the log and log2 functionalities provided in the BMI application shown in Figure Q1(a). Remember to show relevant code to support your answer. Figure Q1(a) Log Log2

HFS206 Occupational Biomechanics Assignment Question Papers – SUSS

Jan 2024 Question Paper Question 1 Figure Q1 shows John lifting up one end of a long, heavy metal frame. At the instant when the photograph was taken, John was adopting a half-squat posture with the upper body bending forward. He was using his right hand to pull up the frame, with his left palm facing upwards to support the frame. Question 1

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EAS439 Tutor-Marked Assignment Questions & Answers – SUSS

Question 1 Figure Q1 shows the forces acting on an aircraft at level flight. From Newton’s 2nd law, the governing equation is given by: where and are the parameters for the aircraft aerodynamic drag polar, is the wing area, and is the air density. (a) Formulate numerical approximations to the equation using forward difference to

MKT555 Student-Led Social Media Marketing Campaign for SBIZ at SUSS

Section A (100 marks) Answer all questions in this section. Background The School of Business (SBIZ) at the Singapore University of Social Sciences (SUSS) has recently launched its LinkedIn account. Assume that you have been tasked by SBIZ to assist in managing its LinkedIn platform for two months, from 1 May to 30 June 2025. Your role is to des

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ICT246 Tutor-Marked Assignment Questions & Answers – SUSS

Question 1 (15 marks) Choose a Linux operating system (OS) distribution and write 380 words (NOT counting citations) on it. First, explain the core functions (NOT features) of the Linux OS distribution that you have chosen. Next, describe what this distribution is best suited for. In addition, write a reflection and provides screenshots to desc

TSL561 End-of-Course Assessment – January Semester 2025 SUSS : Pedagogical Grammar

ECA Submission Guidelines This ECA carries 50% of the course marks and is a compulsory component. It is to be done individually and not collaboratively with other students. You must submit it on time. Submission You are to submit the end-of-course assignment (ECA) in exactly the same manner as your tutor-marked assignments (TMA), i.e. using Canv

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MKT555 Group-based Assignment January 2025 SUSS : Social Media Marketing in Practice

Additional guidelines on file formatting as follows: Video β€’ You should show your presentation slides in the video to enhance the quality of your presentation. β€’ Time Duration: a minimum of 8 minutes and a maximum of 10 minutes There are two methods for video assignment submission: either Record Media or Upload Media. For Record Media

QSM201 Tutor-Marked Assignment Two January 2025 SUSS : Construction Measurement (1 of 4) Civil & Structural Works

Question 1 Identify the relevant SMM clauses and describe what are deemed to be included in the measurement and description of steel reinforcement bars in reinforced concrete works. (10 marks) Question 2 About Figures Q2.1 and Q2.2, apply measurement techniques to: (a) Prepare a take-off list, UOM, and associated SMM clauses for the excavation

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FMT302 Tutor-Marked Assignment Two January 2025 SUSS : Operation and Maintenance of Building Services

Background Information A major local building owner owns three (3) high-rise Grade A office towers (Tower A, Tower B & Tower C) in the Central Business District (CBD) and a mixed-use development comprising two (2) high-rise residential towers and an integrated retail mall in the suburban area. The building owner is deeply concerned about the i

MTH316 Tutor-Marked Assignment 01 January 2025 SUSS : Multivariable Calculus

Question 1 Define a function 𝑓: ℝ2 ⟢ ℝ2 by (a) Determine the value of k for the function 𝑓 to be continuous at (0, 0), if any. (Use this value of k for the following sub-questions.) (10 marks) (b) Show that 𝑓π‘₯ (0, 0) and 𝑓𝑦 (0, 0) both exist and find their values. (10 marks) (c) Define 𝑓π‘₯ (π‘₯, 𝑦) and π