12th Grade
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I got a 5 on the AP exam from these notes. They have every single possible necessary detail you need for the AP exam. For first-year psychology, this can help as well. This has Units 1, 2, 3,4,5 as well as general scientific practice notes on the start with the necessary skills you need to learn. This also has really simple language and is easy to understand
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12th Grade•Psychology
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I got a 5 on the AP exam from these notes. They have every single possible necessary detail you need for the AP exam. For first-year psychology, this can help as well. This has Units 1, 2, 3,4,5 as well as general scientific practice notes on the start with the necessary skills you need to learn. This also has really simple language and is easy to understand
A high school-level introduction to Quantum mechanics model from a chemical point of view, brief notes.
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12th Grade•Chemistry
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A high school-level introduction to Quantum mechanics model from a chemical point of view, brief notes.
A Flowchart of 5 easy steps to follow when stuck in stoichiometry (the basics of it) so you know your basic way around there.
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12th Grade•Chemistry
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A Flowchart of 5 easy steps to follow when stuck in stoichiometry (the basics of it) so you know your basic way around there.
These are class notes taken by an honor-roll high school student! If you are looking for in-depth class notes on the rise of Christianity and Roman Catholicism with reflection questions & answers, key terms, vocabulary and a summary, this is for you.
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12th Grade•world history
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These are class notes taken by an honor-roll high school student! If you are looking for in-depth class notes on the rise of Christianity and Roman Catholicism with reflection questions & answers, key terms, vocabulary and a summary, this is for you.
Best notes
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12th Grade•Physics
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Best notes
“Quadratic Transformations: Full Key Guide to Graphing y = x² — Effects of a, h, and k (Stretch, Reflection, Translation) with Worked Examples and Practice Problems”
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12th Grade•Mathematics
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“Quadratic Transformations: Full Key Guide to Graphing y = x² — Effects of a, h, and k (Stretch, Reflection, Translation) with Worked Examples and Practice Problems”
“Quadratic Transformations: Full Key Guide to Graphing y = x² — Effects of a, h, and k (Stretch, Reflection, Translation) with Worked Examples and Practice Problems”
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12th Grade•English
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“Quadratic Transformations: Full Key Guide to Graphing y = x² — Effects of a, h, and k (Stretch, Reflection, Translation) with Worked Examples and Practice Problems”
Transport in flowering plants- a summarized slideshow of a subtopic in the Cambridge GCSE O LEVEL Biology syllabus for the latest exams 
covers details such as: 
- why plants need transport systems 
- xylem and phloem (in depth) 
- the vascular tissue 
- root hair cells 
- Transpiration (in depth) 
- Translocation 
works have been cited.
- Presentación
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12th Grade•Biology
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Transport in flowering plants- a summarized slideshow of a subtopic in the Cambridge GCSE O LEVEL Biology syllabus for the latest exams 
covers details such as: 
- why plants need transport systems 
- xylem and phloem (in depth) 
- the vascular tissue 
- root hair cells 
- Transpiration (in depth) 
- Translocation 
works have been cited.
It is the support column to your study which helps you to crack neet 
It contains all about mendelian genetics in detailed matter
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12th Grade•Biology
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It is the support column to your study which helps you to crack neet 
It contains all about mendelian genetics in detailed matter
This document is a detailed and structured guide to the topic of integration in calculus, tailored for students of Class 12, engineering aspirants, and early college learners. It covers: 
 
 Fundamental concepts of integration 
 
 All standard integration formulas 
 
 Extensive trigonometric integration identities 
 
 Integration techniques: substitution, by parts, partial fractions 
 
 Multiple solved examples for each method 
 
 A graphical illustration of area under a curve 
 
 Real-world app...
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12th Grade•Mathematics
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This document is a detailed and structured guide to the topic of integration in calculus, tailored for students of Class 12, engineering aspirants, and early college learners. It covers: 
 
 Fundamental concepts of integration 
 
 All standard integration formulas 
 
 Extensive trigonometric integration identities 
 
 Integration techniques: substitution, by parts, partial fractions 
 
 Multiple solved examples for each method 
 
 A graphical illustration of area under a curve 
 
 Real-world app...