Mathematics, 13.08.2020 21:01 darricus
Write a differential equation that fits the physical description. The at time t is proportional to the power of its .
Answers: 2
![\frac{d (v(t))}{dt} = z [v(t)]^2](/tpl/images/0721/7101/8d1b0.png)
![a(t) \ \ \alpha \ \ \ [v(t)]^2](/tpl/images/0721/7101/540ef.png)
is the acceleration at time t
is the velocity at time t ![a(t)= z [v(t)]^2](/tpl/images/0721/7101/b4c8b.png)
![\frac{d (v(t))}{dt} = z [v(t)]^2](/tpl/images/0721/7101/3f6b1.png)
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Write a differential equation that fits the physical description. The at time t is proportional to t...
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