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If a given function models an object's position, then: • the derivative of that function models its rate of change (aka. its velocity) • the derivative of that function's derivative models the rate of change of the rate of change (aka. its acceleration) Object 2 Looking at the graphs of Object 1 and Object 2, both have position graphs that are increasing, so both have positive velocities. However, one has positive acceleration and the other has negative acceleration. Complete the sentences below. Object 1 The object with positive acceleration is. I know this because. The object with negative acceleration is. I know this because. Time Submit Position

If a given function models an object's position, then: • the derivative of that function models its rate of change (aka. its velocity) • the derivative of that function's derivative models the rate of change of the rate of change (aka. its acceleration) Object 2 Looking at the graphs of Object 1 and Object 2, both have position graphs that are increasing, so both have positive velocities. However, one has positive acceleration and the other has negative acceleration. Complete the sentences below. Object 1 The object with positive acceleration is. I know this because. The object with negative acceleration is. I know this because. Time Submit Position

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Next up: position, velocity, acceleration If a given function models an object's position, then: • the derivative of that function models its rate of change (aka. its velocity) • the derivative of that function's derivative models the rate of change of the rate of change (aka. its acceleration) Object 2 Looking at the graphs of Object 1 and Object 2, both have position graphs that are increasing, so both have positive velocities. However, one has positive acceleration and the other has negative acceleration. Complete the sentences below. Object 1 The object with positive acceleration is. I know this because. The object with negative acceleration is. I know this because. Time Submit Position
Transcribed Image Text:Next up: position, velocity, acceleration If a given function models an object's position, then: • the derivative of that function models its rate of change (aka. its velocity) • the derivative of that function's derivative models the rate of change of the rate of change (aka. its acceleration) Object 2 Looking at the graphs of Object 1 and Object 2, both have position graphs that are increasing, so both have positive velocities. However, one has positive acceleration and the other has negative acceleration. Complete the sentences below. Object 1 The object with positive acceleration is. I know this because. The object with negative acceleration is. I know this because. Time Submit Position
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