Resolving a Vector Into Perpendicular Components (Leaving Cert Physics): Flashcards
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What is vector resolution?
What is vector resolution?
Breaking a vector into component vectors
Vector resolution is the reverse of
Vector resolution is the reverse of
Finding resultant using parallelogram law
Angle between perpendicular components
Angle between perpendicular components
90° (right angles)
Formula: horizontal component (r at angle θ)
Formula: horizontal component (r at angle θ)
Formula: vertical component (r at angle θ)
Formula: vertical component (r at angle θ)
SOH CAH TOA: meaning of CAH
SOH CAH TOA: meaning of CAH
Cosine = Adjacent / Hypotenuse
SOH CAH TOA: meaning of SOH
SOH CAH TOA: meaning of SOH
Sine = Opposite / Hypotenuse
Formula: original vector magnitude from x, y
Formula: original vector magnitude from x, y
Formula: angle of resultant from x, y
Formula: angle of resultant from x, y
Application: breaking initial velocity into components
Application: breaking initial velocity into components
Projectile motion
Application: separating weight on a slope
Application: separating weight on a slope
Forces on inclined planes
Can perpendicular components be analyzed separately?
Can perpendicular components be analyzed separately?
Yes, they are independent
How do components compare to original vector?
How do components compare to original vector?
Components are smaller than (or equal to) original
