Exponentials - Study guides, Class notes & Summaries
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AQA A-LEVEL MATHS QUESTIONS AND ANSWERS FOR ALL TOPICS!
- Exam (elaborations) • 16 pages • 2024
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Proof 
Algebra and functions 
Coordinate geometry 
- Sequences and series 
Trigonometry 
Exponentials and logarithms 
Differentiation 
- Integration 
Numerical methods (A-level only) 
Vectors 
Statistical sampling 
Data representation and intepretation 
Probability 
Statistical distributions 
Statistical Hypothesis Testing 
Quantities and units in mechanics 
Kinematics 
Forces and Newtons Laws 
Moments
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A Level Mathematics; Pure Paper 1 and 2 Topic Test: Exponentials and Logarithms
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A Level Mathematics; Pure Paper 1 and 2 Topic Test: Exponentials and Logarithms
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Introductory Econometrics - Basic Mathematical Concepts
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Functions 
Straight Lines 
Plot of Hours Studies Against Mark Obtained 
Straight Lines 
Roots 
Quadratic Functions 
The Roots of Quadratic Functions 
Calculating the Roots of Quadratics-Examples 
Calculating the Roots of Quadratics-Solutions 
Powers of Numbers or of Variables 
Manipulating Powers and their Indices 
The Exponential Function 
A Plot of the Exponential Function 
Logarithms 
How do Logs Work? 
A Graph of a Log Function 
The Laws of Logs 
Sigma Notation 
Properties of the Sigma Opera...
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Year 9 Maths Notes - trig, non linear and circle geometry
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This set of notes contains areas such as trig, non linear and circle geometry. 
- Trig: 3D trig and non right angle trig 
- Non linear: circle graphs, hyperbolas, exponentials, cubics and parabolas. General forms included 
- Circle geometry: proofs for inside and outside the circle 
Worked solutions for some topics, important information sectioned out in boxes
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Exponentials and Logarithms
- Summary • 3 pages • 2021
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A full summary of Exponentials and logs for year 1 and 2 of A-Levels.
And that's how you make extra money
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Summary Oxford IB Diploma Programme: IB Mathematics: Analysis and Approaches, Standard Level, Print and Enhanced Online Course Book Pack - International Baccalaureate (IB)
- Summary • 21 pages • 2023
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The document is a collection of photos of my summaries of the IB course “Mathematics: Analysis and Approaches”. They were handmade and include written explanations, formulas, graphics, memory aids, and other annotations.
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Digital Signal and Processing (PRELIM) Questions & Answers
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Digital Signal and Processing (PRELIM) 
Questions & Answers 
analog to digital converter - CORRECT ANSWER - is a system that converts an analog signal, 
such as a sound picked up by a microphone or light entering a digital camera, into a digital 
signal. 
Clock Frequency, RAM Size, Data Bus Width, ROM Size, I/O Voltage - CORRECT ANSWER - 
There are five different aspects that varies from each DSP 
Continuous Function - CORRECT ANSWER - is a function that does not have any abrupt 
changes in valu...
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6.7 Exponential and Logarithmic Models
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In this meticulously structured chapter, titled "6.7 Exponential and Logarithmic Models," readers embark on a profound exploration of mathematical models that underpin various natural phenomena and real-world processes. Exponential and logarithmic functions are powerful tools for describing growth, decay, and relationships between quantities, making this chapter an essential component of mathematical understanding. 
 
The chapter commences by introducing exponential functions, providing a clea...
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Maths Grade12 2020-2021 questions with correct answers 100%
- Exam (elaborations) • 193 pages • 2021
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Find the value of: 
1. log7 343 
Reasoning : 
73 = 343 
therefore, log7 343 = 3 
2. log2 8 
3. log4 1 
64 
4. log10 1 000 
2.3 Logarithm Bases EMCD 
Logarithms, like exponentials, also have a base and log2(2) is not the same as log10(2). 
We generally use the “common” base, 10, or the natural base, e. 
The number e is an irrational number between 2.71 and 2.72. It comes up surprisingly often in Mathematics, but for now suffice it to say that it is one of the two common bases. 
Extension: Nat...
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Exponentials and Logarithms engineering maths
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,exponentials and logarithms ,logarithms ,properties of logarithms ,The derivative of ax and the definition of e.
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