dx = a sin(y(t)) dt
Let us just call the funtion "" instead of y:
dx = a sin((t)) dt
If, for example, there were no sine or factor applied, we could have:
dx = (t) dt
Which is just a general statement.
So, yes, what is y(t) ?
]]>dx=asin(y)dt
(a is a constant value)
where y=y(t)
∫dx = ∫ asinyt dt
∫dx = a ∫sinyt dt
x = a(-cosyt/y) + Constant ???????????
]]>I'm in this situation:
dx=asin(y)dt
(a is a constant value)
where y=y(t)
I want to solve this for x.
smthing like x = smthing + C (constant of integration, or what ever you want to call it)
I can recall it had something to do about, maybe substitution, but i can't see how thats going to happen...
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