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Can the following differential equation be solved without knowing how to solve a second order differential equation? \[\frac{d^2 \vec r}{dt^2}-4\frac{d \vec r}{dt}-5 \vec r=0\]
Where is the equation?
@Nishant_Garg
It is there in my post
I'll write it again
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\[\frac{d^2 \vec r}{dt^2}-4\frac{d \vec r}{dt}-5 \vec r=0\]
this is not equation . this is statement.
what is vector r equation here?
It's a function of t
That's really all the information that is given
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\[\vec r(t)=x(t)i+y(t)j+z(t)k\]
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