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Separation of Variables - Calculus Applets
Some, however, can be solved by separating the x's and y's, then integrating. ... In fact, if we guess that y = ex and plug that in, we find that it works (i.e., dy/dx = e^ x = y ). We can be more methodical by using a technique called separation ofvariables. ... So something like dy/dx = x + y is not separable, but dy/dx = y + ... |
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The natural log of one, e to the what power is 1? Well, 0, plus ... .. Solution: If we let v=x+y+1, then dv/dx=1+dy/dx, so the differential equation is transformed into ( dv/dx)-1=1/v or ... .. Step 1 : separate dy with independent y variable and the same method with dx. ... . 2x-2y*dy/dx=cosx _remember, we do chain rule on d/dx (y^2) _ |
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PPLATO | Tutorials | Differential Equations | Separation of Variables
∫ey dy = ∫3x2 dx i.e. ey = x3 + A (where A = arbitrary constant). General ... y, = −2x + 1 ⇐ particular solution ... Solution: Use separation of variables to find the general solution first: ∫y2dy = ∫ x dx i.e. y3/3 = x2/2 + C ⇐ general solution. |