DSC1520 Quantitative Modelling I

University of South Africa

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Exam (elaborations) DSC1520 Assignment 2 Semester 1 2023 (860475) Exam (elaborations) DSC1520 ASSIGNMENT 2 SEMESTER 1 2023 Exam (elaborations) DSC1520 Assignment 4 Semester 1 2023 (860927) Exam (elaborations) DSC1520 ASSIGNMENT 4 SEMESTER 1 2023 Exam (elaborations) DSC1520 Assignment 3 Semester 1 2023 (860914) Exam (elaborations) DSC1520
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DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING

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DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING
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DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING.QUANTITATIVE MODELLING (DSC1520) ASSIGNMENT 1 SEMESTER 1 (2022) The equation of the straight line is given by y = mx + c Use the point (3;1) to find c the y-intercept OPTION 1 S(t) = 1800 + 1500e− 0,3t+1,5 2000 = 1800 + 1500e− 0,3t+1,5 2000 - 1800 = 1500e− 0,3t+1,5 200 = 1500e−0,3t+1,5 Page 2 of 11 t = 12 days OPTION 4 a = 80 ; b = 0.5 OPTION 2 = = = = 1.5 - = ...
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March 2022
DSC1520 assignment and exam pack 2022 Question and Answers 100% verified working and solutions
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DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING.
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DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING.QUANTITATIVE MODELLING (DSC1520) ASSIGNMENT 1 SEMESTER 1 (2022) The equation of the straight line is given by y = mx + c Use the point (3;1) to find c the y-intercept OPTION 1 S(t) = 1800 + 1500e− 0,3t+1,5 2000 = 1800 + 1500e− 0,3t+1,5 2000 - 1800 = 1500e− 0,3t+1,5 200 = 1500e−0,3t+1,5 Page 2 of 11 t = 12 days OPTION 4 a = 80 ; b = 0.5 OPTION 2 = = = = 1.5 - = ...
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DSC1520 Assignment 1 Semester 1 2022 100% VERIFIED QUESTIONS AND ANSWERS WORKING IS SHOWN
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DSC1520 - Quantitative Modelling I (DSC1520) DSC1520 Assignment 1 Semester 1 2022 Verified Questions and answers
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DSC1520 Assignment 1 Semester 1 2022
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DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS.
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DSC1520Quantitative Modelling 1
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November 2021

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Quantitative Modelling 1 DSC1520 Question 1 1. (2a 2 b 3 ) 2 × (ab4 ) 3 (2a 3b 2) 4 = (4a 4 b 6 ) × (a 3 b 12) 16a 12b 8 = a 4+3−12b 6+12−8 4 = a −5 b 10 4 = b 10 4a 5 . 2. q 4x y−4 = √ 4x × p y 4 = (4x) 1 2 × y 4 ) 1 2 = (4 1 2 x 1 2 × y 2 ) = 2y 2√ x Question 2 1. −x 2 + 8x − 16. For roots we make use of the quadratic formula x = −b − √ b 2 −4ac 2a and x = −b + √ b 2 −4ac ...
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DSC1520 - Quantitative Modelling I ASSIGNMENT.

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DSC1520 - Quantitative Modelling I ASSIGNMENT.
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November 2021

2021/2022
DSC1520 - Quantitative Modelling I. The daily rate of sales of a product (in units per day) is approximated by the exponential equation S(t) = 1 800 + 1 500e −0,3t+1,5 , with t the number of days it has been on the market. After how many days, rounded to a whole number, will the rate of sale be 2 000 units per day? [1] 4 [2] 7 [3] 11 [4] 12 [5] None of the above. Question 3 If the demand function is P = 80 − 0,5Q where P and Q are the price and quantity respectively, determine...
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DSC1520 Quantitative Modelling I

University of South Africa

DSC1520 BUNDLE 2023

DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING

DSC1520 assignment and exam pack 2022

DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS QUANTITATIVE MODELLING.

DSC1520 Assignment 1 Semester 1 2022

DSC1520 Assignment 1 Semester 1 2022

DSC1520 Assignment 1 Semester 1 2022

DSC1520 ASSIGNMENT 1 SEMESTER 1 2022 POSSIBLE SOLUTIONS

DSC1520Quantitative Modelling 1

DSC1520 - Quantitative Modelling I ASSIGNMENT.