This worksheet is geared towards Year 9 and 10 classes and assess basic, intermediate and application questions to improve understanding and confidence in this area.
This resource is sort of a double barrel exercise. Students will discover through ordering not only that the negative indices are the smallest but also at the same time discover a bit of Earth and Space Science and Biological aspect discovery.
A good introduction for volume of prisms post cutting and folding for year 7 or 8 students. It will emphasize layout and important hot spots over this topic.
This PPT would fit an advance class however can be edited to suit any level. It lays out understanding of terms such as vertical, horizontal and also use plotting and the Cartesian Plane. It brings about an understanding of visual perspective of the distance between 2 point as well as the Mathematics behind it.
This PPT is an awesome tool for students who need understanding in Statistics and the application of it. It delve into the understanding, display and interpretation and reasoning of Bivariate displays whether given OR drawn by them.
This PPTX specifically deals with the linear function formula y = mx + c: 1. Interpretation of the rule and what each variable represents 2. How to get the gradient and y-intercept from: - a pattern - a graph - 2 points 3. Application and interpretation for understanding of the linear function after set up in daily problems
General Probability will give students a solid understanding of this topic and the necessary thinking skills of dealing with this topic. Tree Diagrams cements this thinking skills with the idea of replacement and non-replacement and set the bar high however so easily understood by the students. I tried it in my class and they fly through the rest of this topic with ease.
This PPTX shows applicability and the various calculations for angle sizes and side lengths using a specific algorithm I teach my class obviously after doing the practical understanding relationships between sides and angles. This PPTX instill procedure and confidence in students who so desperately needs a system to do these problems.
A step by step guide to writing up functions from patterns with an emphasis of understanding and interpreting the gradient and y-intercept in context. There are some application and challenging problems for higher order thinkers.
This PPTX is a good teaching tool for flow...it introduces the why and works from the crumbs and impress some solid understanding of the Mathematics behind this graph. It takes the class on a journey from plotting to understanding this graph. It can be used for an advanced or slow paced class.
This PPTX introduces students to the world of debt and the understanding of how banks and other financial institutions make money when they borrow or buy from companies. However they are also shown how they could possibly make money by earning interest in some way shape or form when investing. An short introduction is given about compound interest using the Simple Interest formula repetitively.
Students get to experience how to solve linear inequalities similar to solving linear equations and they will learn how to graph the solution specifically on a number line. This PPTX is specifically for an average to fast class and can easily be adapted to a slow pace class.
A good solid introduction of trigonometry and jargon around this topic. This will be post investigative discovery of the trigonometrical functions. It will run into note keeping and application of trigonometry in action.
This resource shows a step-by-step way of using the Distributive Law and leads on to the fast and higher order thinkers. It shows a specific method I use to teach my students when dealing with this specific law in Mathematics.
In this worksheet, students will learn specifically how to calculate the principal amount, the rate at which the loan is borrowed and the time (life) of the loan period.
This PPTX gives good guidance through the understanding od linear sequences and how to set it up on a table as ewll as setting up a mathematical general rule for the sequence/pattern.