Vectors flashcards
23 flashcard decks by 19 users
This Vectors flashcards page on GoConqr gathers user-made decks on key terms, scalar products, vector forms and lines. The decks help school students, university students and professional candidates practise vector questions, and give teachers ready-made material. There are over 10 decks, spanning school and university-level study. Pick a deck to get started.
Flashcards
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12 cardsScalar Product How do we represent the scalar product of vector a and b?
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27 cardsUnit 4: Key terms
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13 cardsVector Basics Cartesian form means in terms of.....
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11 cardsConverting between Cartesian and Vector form An example of a 2D Cartesian equation of r=a+λb is....
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9 cardsParallel, Intersecting, Skew and same lines In 2D and 3D, parallel lines have how many solutions?
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9 cardsVectors Definition of a vector
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10 cardsShortest Distance Problems With these kinds of problems, what should we do to make it easier for us to visualize?
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2 cardsUntitled Addition of vectors - ------------------------ 1. p-divides a and b in m:n then, p= mb+na/m+n . 2. passing ...
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8 cardsVectors
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8 cardsComputing A-Level Chapter 11
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6 cardsVector Products
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1 cardsUntitled Die Haut 1. Äußere Haut: Schutz, Filter 2. Innere Haut ( Schleimhaut ): Schutz, Filter kjsdfkj
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11 cardsCH.1 Vector Algebra When are two Vectors said to be Orthogonal
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12 cardsVectors What is the difference between a vector and a scalar?
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3 cardsUntitled Find the scalar product of a = 7i + 3j and b = 4i - 2j
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4 cardsVectors What is the relationship between parallel vectors?
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12 cardsch3 i.i j.j k.k
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2 cardsVector flashcards What is a vector?
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10 cardsPre-Calculus Vectors
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1 cardsvectors what is dot product?
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11 cardsUntitled length of a vector/Magnitude
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9 cardsAndy Bare azz flash cards
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1 cardsOrthogonality
More Vectors resources
About vectors flashcards
GoConqr OriginalWhat Vectors flashcards cover
The decks offer short questions on vector vocabulary, notation and calculations. The key terms deck covers scalars, vectors, modulus and vector addition. Scalar Product asks how to represent and calculate a scalar product, including with three-component vectors.
Other decks move on to Cartesian and vector forms, relationships between lines, shortest distance problems and vector products. The cards give you a way to practise individual ideas without working through a whole set of notes at once.
Using the decks to revise
Start with the key terms deck if you want to check your vocabulary. For calculation practice, try Vector flashcards, which includes a question on combining vectors from their components. Return to the cards you find difficult and attempt them again without looking at the answers.
If you need a broader view of the ideas, switch to a mind map or notes on the unit page. A quiz can give you another way to check your understanding. Choose a deck and work through a few cards.
Frequently asked questions
Which deck is a good place to start?
The key terms deck is a useful starting point for checking vocabulary. It includes scalars, vectors, modulus and vector addition. If you are ready to practise a calculation, Vector flashcards includes a question on combining vectors from their components.
What topics do the flashcards cover?
The decks cover definitions and notation, as well as calculations with vectors. You can find cards on scalar products, Cartesian and vector forms, relationships between lines, shortest distance problems and vector products. Each deck lets you focus on a particular part of the unit.
Are these flashcards free to use?
Yes. Every resource listed on this page is free to open and study without an account. The decks were made by GoConqr users. A free account also lets you save quiz scores and make your own quizzes, mind maps, flashcards and notes.
Who are these flashcards for?
The page includes material for school and university-level study. School students, university students and professional candidates can use the decks to practise topics such as vector notation and products. Teachers can also use the user-made decks as ready-made material.