Grade 12 Calculus Past Exam Question 9 Nov 2018 (DBE/NSC/CAPS CURRICULUM) *Open Description * | NTE

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Grade 12
Mathematics| Calculus | NTE

Hello everyone and welcome back to NTE,

In today's video, we are looking at
Question 9 from Nov 2018 Maths P1. This is a calculus question which deals with finding the equation of a cubic function, finding the coordinates of the stationary points, determining concavity at a point and sketching of the cubic function from properties about it's first derivative and second derivative.

All past papers remain the property of the basic department of Basic Education. I have not amended the question in anyway or form.

The Department of Basic Education does not endorse or accept responsibility whatsoever for the accuracy of the explanations and/or methods provided for the solutions presented in it video. All errors and misconceptions conveyed remain that of New Technological Education.

***Correction

(03:03) g (-5)=0
therefore (x+5) is a factor

Time Stamps
(06:37) 9.1.1 Show that b=1, c=-16 and d=20
(13:46)  9.1.2 Coordinates at Stationary points
(18:19)  9.1.3 Concavity
(20:48)  9.2 Graph interpretation,  sketch g(x) from given properties

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***Correction

(03:03) I meant g(-5)=0
therefore (x+5) is a factor

Time Stamps
06:37 9.1.1 Show that b=1, c=-16 and d=20
13:46  9.1.2 Coordinates at Stationary points
18:19  9.1.3 Concavity
20:48  9.2    Graph interpretation,   sketch g(x) from given properties

NTENewTechnologicalEducation
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I actually did this question to practice for my prelims and I didnt know how to do it, thank you so much for your help ❤

sheldonschoeman
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This was good however there are times where your camera just zones out and the slide becomes blurry, either than that thank you 😊

Nyeleti_
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You are the best❤️🔥
You helped me alot based on graph interpretations✌️

classicroulettetrader
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Thank you so much.... 🙏 So helpful and clear.

lauramunyati
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By the last question, can i do it without the straight line and parabola and directly draw the graph by using the when x is greater Or smaller than 3

amirpari