Analysing Vectors in One and Two Dimensions (HSC SSCE Physics): Flashcards

📚Flashcards
Analysing Vectors in One and Two Dimensions
Sign up to keep revising.Create a free account to study more flashcards and track your progress.

Practise the cards

10 cards from this deck

Show

Define a vector

Quantity with both magnitude and direction

Notation: A\vec{A} vs AA

A\vec{A} is the vector; AA is its magnitude

3 examples of vector quantities

Displacement, velocity, force

Resolving a vector means

Breaking it into perpendicular components

Requirement for vector components

Must be perpendicular to each other

Formula: x-component of vector s\vec{s}

sx=scosθs_x = s\cos\theta

Formula: y-component of vector s\vec{s}

sy=ssinθs_y = s\sin\theta

Magnitude from components sxs_x, sys_y

s=sx2+sy2s = \sqrt{s_x^2 + s_y^2}

Direction from components formula

tanθ=sysx\tan\theta = \frac{s_y}{s_x}

Dividing vector by scalar affects

Magnitude changes; direction stays the same

Explore HSC SSCE Physics Revision Notes by Topics

Explore HSC SSCE Physics Model Answers by Topics

Explore HSC SSCE Physics Quizzes by Topics

Explore HSC SSCE Physics Exam Questions by Topics

Join 100,000+ SSCE students studying Flashcards with us.

Select your subjects, and get access to A+ resources today.