Determining the rule for a function from its graph
Video Images

Sorry!

This video is for subscribers only.

To view this video please support me by purchasing a (very cheap!) years access.

Subscribe
Videos in this series
Please select a video from the same chapter
Video Images
Video Images
Video Images
Video Images
Video Images
Video Images
Video Images
Video Images
Chapters
Want to skip to the best bits?
Gain access to chapters by taking out a (very reasonable and cheap!) one year plan
Subscribe
Determining the rule for a function from its graph
Transformations
Year 12
This video takes a look at how to determine the rule for a function from its graph. When a question gives you the general form of a graph, it's quite simple to find the actual equation. In many cases, all they need to give you is a couple of coordinates. There are a number of examples used where the "general form" for a function is given and some helpful information and, using simultaneous equations, you find the values of some missing pronumerals. This is part of the Methods 3 and 4 course.
Published: Feb. 15, 2019
Length: 11 mins and 08 seconds
Lesson notes

Lesson notes for this video are for subscribers only. Sorry! To gain access, please consider supporting me by taking out a (very reasonable and cheap!) one year plan by [clicking here]
Exam resources

There are currently no associated exam questions for this topic.

Video tags

good maths websites Determining the rule for a function from its graph rules for a function VCE Maths VCE Methods Methods 3 and 4 Mathematical Methods general rule for function transformations transformations math general form of an equation Finding equations from graphs how do I find the equation
LEGAL STUFF

Where videos relate to VCE and I have used VCAA questions the following should be noted:
VCE Maths exam question content used by permission, ©VCAA. The VCAA is not affiliated with, and does not endorse, this video resource. VCE® is a registered trademark of the VCAA. Past VCE exams and related content can be accessed at www.vcaa.vic.edu.au