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The function... gives the height above the ground of a ball thrown upwards. The time t is in seconds and the height h is in meters. a) Calculate the instantaneous rate of change at 3 seconds. b) How can you explain the result obtained in a)?

The function... gives the height above the ground of a ball thrown upwards. The time t is in seconds and the height h is in meters. a) Calculate the instantaneous rate of change at 3 seconds. b) How can you explain the result obtained in a)?

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The function... gives the height above the ground of a ball thrown upwards. The time t is in seconds and the height h is in meters. a) Calculate the instantaneous rate of change at 3 seconds. b) How can you explain the result obtained in a)?
cée par la formule :h(t) e plongeur pénètre dans l'eau de gonfler un ballon. Calcule le taux de varia e par rapport au rayon lorsque celui-ci att ■ pente de la tangente à la fonction f(x) = rmine son équation approximative. ion h(t) = -4, 9t² + 29, 4t + 7, t≥ 0d ers le haut. Le temps t est en secondes et la ha ule le taux de variation instantané à 3 seconde ment peux-tu expliquer le résultat obtenu en a Page 1 / 1
Transcribed Image Text:cée par la formule :h(t) e plongeur pénètre dans l'eau de gonfler un ballon. Calcule le taux de varia e par rapport au rayon lorsque celui-ci att ■ pente de la tangente à la fonction f(x) = rmine son équation approximative. ion h(t) = -4, 9t² + 29, 4t + 7, t≥ 0d ers le haut. Le temps t est en secondes et la ha ule le taux de variation instantané à 3 seconde ment peux-tu expliquer le résultat obtenu en a Page 1 / 1
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