Ce contenu est protégé par le droit d'auteur. Toute reproduction à l'extérieur des forums Alloprof est interdite et pourra être considérée comme une violation du droit d'auteur.
how do i solve this it keeps saying that im doing it wrong?
{t c="richEditor.description.title"} {t c="richEditor.description.paragraphMenu"} {t c="richEditor.description.inlineMenu"} {t c="richEditor.description.embed"}
Explanation from Alloprof
This Explanation was submitted by a member of the Alloprof team.
Thank you for your question!
You must use the formula that calculates the total energy of an object, which includes both potential and kinetic energy:
$$ E_m = E_p + E_k $$
Legend:
• Em: total mechanical energy
• Ep: potential energy
• Ek: kinetic energy
$$ E_p = mgh $$
• m: mass (kg)
• g: gravitational constant (=9.81)
• h: height (m)
$$ E_k = \frac{1}{2}mv^2 $$
• v: speed (m/s)
This webpage of the Alloprof website explains potential and kinetic energy:
Don't hesitate to ask for more help!
Explanation from Alloprof
This Explanation was submitted by a member of the Alloprof team.
Thank you for your question!
You must use the formula that calculates the total energy of an object, which includes both potential and kinetic energy:
$$ E_m = E_p + E_k $$
Legend:
• Em: total mechanical energy
• Ep: potential energy
• Ek: kinetic energy
$$ E_p = mgh $$
Legend:
• m: mass (kg)
• g: gravitational constant (=9.81)
• h: height (m)
$$ E_k = \frac{1}{2}mv^2 $$
Legend:
• v: speed (m/s)
This webpage of the Alloprof website explains potential and kinetic energy:
Don't hesitate to ask for more help!