Recent content by jrbigfish
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High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
so we end with y=Ce^(1±i√3)t ?? Help me here it has being 12 years after the B.S. is this correct?- jrbigfish
- Post #13
- Forum: Differential Equations
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J
High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
so we end with y=Ce^(1±√3)t ?- jrbigfish
- Post #11
- Forum: Differential Equations
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J
High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
Ok -1 ± i√3 then what I do?- jrbigfish
- Post #9
- Forum: Differential Equations
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J
High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
Ok after I use the quadratic formula (-2+/-((12))^1/2)/2 which solves 0.732i and -2.73i. So the solution is of the form underdamped. So I use the equation y=e^(∝x) (C_1 cosβx+C_2 sinβx). then what?- jrbigfish
- Post #7
- Forum: Differential Equations
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J
High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
Ok thank you mag.- jrbigfish
- Post #6
- Forum: Differential Equations
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J
High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
Ok the quadratic formula! Yes! But what is this roots of the characteristic equation are r1,2=-a+/-(a^2-b)^1/2 what is this and when I use it?- jrbigfish
- Post #4
- Forum: Differential Equations
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High School Solving a Difficult Equation After 20 Years: Tips and Tricks for Success
I hope my posting is not against the rules. The equation is not that difficult but I had being out of school for 20 years. y"+2y'+4y=0 Then I do r^2+2r+4=0 then you can not do (r+2)(r+2)=0 because do not work. can I have some help please?- jrbigfish
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- Replies: 14
- Forum: Differential Equations