What mathematical relationship exists between position, velocity, and acceleration?
Answer
The derivative of position gives velocity, and the derivative of velocity gives acceleration
The relationship is hierarchical: differentiating the position function yields velocity, and differentiating the velocity function yields acceleration.
Related Questions
What quantity does velocity fundamentally measure the rate of change for?What physical aspect does acceleration describe the rate of change for?What is the SI unit for acceleration?When an object is losing speed (decelerating), what is the direction of its acceleration vector relative to its velocity?If a car travels around a corner at a constant speed reading on the speedometer, what must be true about its velocity?What condition results in an object having zero acceleration?Which physical quantity is a human most likely to feel inside a moving vehicle?What mathematical relationship exists between position, velocity, and acceleration?If a ball is thrown straight up, what is true about its state at the very apex of its flight?What does it mean if a car increases its speed while traveling east?If a race car driver completes a $500$ mile race around a track and finishes exactly where they started, what is their average velocity for the entire race?