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Welcome to the ENTER - ONE teaching resources. We at ENTER - ONE are committed to supplying you with the highest quality teaching resources. We are here to make your life easier. You will find complete units covering numerous topics. We hope you enjoy using our resources.

Welcome to the ENTER - ONE teaching resources. We at ENTER - ONE are committed to supplying you with the highest quality teaching resources. We are here to make your life easier. You will find complete units covering numerous topics. We hope you enjoy using our resources.
Statistics 1 - Univariate data
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Statistics 1 - Univariate data

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This resource contains all the theory, examples, questions and answers with respect to univariate data. Topics include: Mean, Median, Mode, 5 Number Summary, and Quartiles. The illustrations show allow for a deeper understanding of how data is divided and why we make these measurements. This resource can be used to teach the entire unit of Statistics. Simply project this onto your screen and you are good to go. Kind Regards ENTER - ONE
Maxima & Minima & Applications
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Maxima & Minima & Applications

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This resource contains the theory, examples and real life applications of Maxima & Minima problems. Global and local points are illustrated as well as how these critical points can be used to solve problems. Here is a typical example: A rectangular lot is bounded at the back by a river. No fence is need along the river, and there has to be a 24ft opening at the front. If the fence along the front costs $1.50 per foot, & along the sides $1.00 per foot, find the dimensions of the largest lot which can be fenced for $300. We hope you enjoy and have fun using this resource. Kind Regards ENTER - ONE
Newton's Law of Cooling
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Newton's Law of Cooling

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This resource contains the theory, examples, questions and answers regarding Newton’s Law of Cooling. You will find a fun and colourful slide show that illustrates this theorem, as well as some interesting examples that will allow students to think critically and arrive at solutions. Here is a typical example: At 06:00 am, a detective finds a murdered body. Temperature of the body is 30 degrees celsius. By 08:00am the temperature dropped to 25 degrees celsius. Surrounding air temperature is 20 degrees celsius. Using the fact that when alive, the human body is 37 degrees celsius…find out when the murder was committed. Students will become real life detectives here. Equipping them with out of the box knowledge. Have fun! Kind Regards ENTER - ONE
Verhulst Pearl Logistic Function
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Verhulst Pearl Logistic Function

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This resource is about the Verhulst Pearl Logistic Function. It covers the application of this interesting function and how it can be used to model real world problems. Example. The degree at which people in a community spread the flu given certain parameters. You will find examples of this logistic function together with the answers. Kind Regards ENTER - ONE
What is e & Natural Log? Somebody Help Me!!!
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What is e & Natural Log? Somebody Help Me!!!

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This resource has been created to help students understand what is “e” and “natural log” It contains some useful explanations as well as some examples. This resource will aid students in better understanding these algebraic functions. More often than not, students are using these functions, but are unsure of what they mean and the true beauty of their applications remains unknown. This resource solves this problem. Kind Regards ENTER - ONE
Exponential Growth & Decay
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Exponential Growth & Decay

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This resource is on exponential growth & decay. It covers what the function is, and how to tell the difference, initial value problems and half life. The illustrations show what growth and decay looks like as well as the derivation of formulas. Kind Regards ENTER - ONE
Calculation of Area Under a Curve Using Integration
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Calculation of Area Under a Curve Using Integration

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This resource is an introduction to solving for the area under a curve using the technique of integration. It includes theory and many examples, as well as questions and answers. Colourful graphs are used to illustrate the image and the calculation is shown. This makes learning more visual and aids in understanding, rather than simply solving the problem. Kind Regards Enter - One