Hi! I have the following integration: on both sides is -1/k*int(1/v)dv=int(1ds) where int is the symbol of integration The limits for left integral is from v0 to v The limits for right integral is from 0 to s
I have tried the following in code:
>> g=inline('(1/-k)*(1/v)') g = Inline function: g(k,v) = (1/-k)*(1/v) >> int(g(v)) Error using inline/subsref (line 12) Not enough inputs to inline function.
Also I have tried this:
>> syms k>> g=inline('(1/-k)*(1/v)')g = Inline function: g(k,v) = (1/-k)*(1/v)>> int(g(k,v))ans =-log(v)/k
Is there a way to take into account the v0 to v integration limits? The result should be: -1/k*(log(v)-log(v0))
Also k is a constant.
This is a Dynamics Mechanics sample problem by Meriam & Kraige
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