What to do when there's lot of function of time? (For integration) Should I consider them as constant?
Let I have a function which is looking like this
Here
What will happen if I forcefully say that
1 answer
No, if you're integrating with respect to time, you can't treat functions of time as constants.
Remember that, by the fundamental theorem of calculus, the result of your integration must be a function that, when differentiated, yields your original integrand. So if you incorrectly concluded that
To correctly solve the above integral, you'd need more information about those functions—if you know the definitions of the functions, you could substitute those in and then (maybe!) the integral will be solvable.
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