Your internal velocity will be 0, and acceleration will be 9.81 as default, and negative because it's falling down. Using this equation to solve for final velocity: Vf = a t + Vi Vf = -9.81 2.6 + 0 Vf = 25.51 m/s To find your displacement, use this equation Displacement=1/2 a (t)^2 + Vi t
D= 1/2 -9.81*6.76+0 D= -33.16 m Displacement is negative because you free fall.
To calculate the final velocity of an object in free fall as well as the distance it falls, we can use kinematic equations. When an object is in free fall, it accelerates due to gravity with an acceleration of approximately 9.81 m/s2 (on Earth). Assuming there's no air resistance, two key kinematic equations will be used:
Final velocity (v) = initial velocity (u) + acceleration (a) × time (t)
Distance (d) = initial velocity (u) × time (t) + 0.5 × acceleration (a) × time (t)2
Since the object is in free fall, the initial velocity is zero. This simplifies the equations to:
v = 0 + 9.81 m/s2 × 2.6 s = 25.506 m/s
d = 0 + 0.5 × 9.81 m/s2 × 2.6 s2 = 33.0662 m
aTherefore, after a free fall of 2.6 seconds, the final velocity of a person would be 25.506 m/s, and they would have fallen 33.0662 meters.
The final velocity after a free fall of 2.6 seconds is approximately 25.506 m/s, and the distance fallen is about 33.0662 meters, assuming no air resistance. These results are calculated using the formulas for motion under the influence of gravity. The calculations consider that the initial velocity is zero and use Earth's gravitational acceleration of roughly 9.81 m/s².
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✅ Analogi yang tepat untuk kardiologi jantung:Kardiologi terhadap jantung seperti halnya otomotif terhadap mesin mobil.⸻ Penjelasan Analogi: • Seperti teknisi otomotif memeriksa, memperbaiki, dan memahami sistem mesin mobil, • Seorang dokter kardiolog memeriksa, mendiagnosis, dan menangani gangguan pada jantung dan sistem peredaran darah.⸻ Beberapa analogi lain yang juga tepat: