3 An object moves along a path with a velocity v(t) = 1²-t, and the initial position of the object is x(0) = 3. What is the equation for the position of the object when the acceleration is zero? ○ 3 + ¹ (u² − ¾/u) du 1.5 0 3+√¹5 (²2u² - 2/2u) du 1.5 3-¹ (²-u) du 1.5 √ (u² - /u) du

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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An object moves along a path with a velocity v(t) = 1² - 2/1,
t, and the initial position of the object is x(0) = 3.
3
What is the equation for the position of the object when the acceleration is zero?
3
○ 3 + √¹² ( ²½ u² − ¾1⁄u) du
So¹
1.5
○ 3 + √¹³ ( ²½ u² − ¾⁄u) du
о
1.5
03-√¹5 ( ²½ u² − ¾/1u) du
1.5
。 fo²5 (u² - zu) du
Transcribed Image Text:An object moves along a path with a velocity v(t) = 1² - 2/1, t, and the initial position of the object is x(0) = 3. 3 What is the equation for the position of the object when the acceleration is zero? 3 ○ 3 + √¹² ( ²½ u² − ¾1⁄u) du So¹ 1.5 ○ 3 + √¹³ ( ²½ u² − ¾⁄u) du о 1.5 03-√¹5 ( ²½ u² − ¾/1u) du 1.5 。 fo²5 (u² - zu) du
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