Challenge: Solving the Optimisation Problem
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Let's consider a physics-related optimization problem where we need to find the maximum height reached by an object thrown vertically upward with a given initial velocity.
We have the following equation:
h = v * t - 0.5 * g * t**2
that describes the motion of an object.
Our task is to find the time t when the object reaches its maximum height and then find the maximum height h_max.
- Calculate the derivatives of the first and second order for the
hfunction. - Find critical points of
hfunction. - Check if these critical points are points of the maximum of the function
h.
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Completion rate improved to 4.76Challenge: Solving the Optimisation Problem
Pyyhkäise näyttääksesi valikon
Swipe to start coding
Let's consider a physics-related optimization problem where we need to find the maximum height reached by an object thrown vertically upward with a given initial velocity.
We have the following equation:
h = v * t - 0.5 * g * t**2
that describes the motion of an object.
Our task is to find the time t when the object reaches its maximum height and then find the maximum height h_max.
- Calculate the derivatives of the first and second order for the
hfunction. - Find critical points of
hfunction. - Check if these critical points are points of the maximum of the function
h.
Ratkaisu
Vaihda työpöytään todellista harjoitusta vartenJatka siitä, missä olet käyttämällä jotakin alla olevista vaihtoehdoistaKiitos palautteestasi!
Awesome!
Completion rate improved to 4.76single
