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mg −kv dv= dt, which can be integrated directly to obtain − m k ln|mg −kv|=t +c. Multiplying both sides of this equation by −k/mand exponentiating the result yields |mg −kv|=c1e−(k/m)t, where c1 = e−ck/m. By redefining the constant c1, we can write this in the equivalent form mg −kv= c2e−(k/m)t.
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