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GATE-2016
MATHEMATICS
CE-PAPER I
DIFFERENTIAL EQUATIONS
We have from the differential
equation
D4 + 3D2 =0 where D=d/dx
THIS QUADRATIC EQUATION
YIELDS
THE ROOTS 0,0, AND TWO
IMAGINARY ROOTS
• THE ROOT 0 WITH A
MULTIPLICITY OF 2
DEMANDS THAT WE HAVE
IN THE SOLUTION—
• constant1 +Xconstant2+---
• THE ROOT 0 WITH A
MULTIPLICITY OF 2
DEMANDS THAT WE HAVE
IN THE SOLUTION—
• constant1 +Xconstant2+---
This rules out choices B and
C
• Now consider the particular
• integral part
• We have ---+3D2 y+----
• If we substitute 3x4 for y
• we will get the 108x2
• This is what we need
• We cannot susbstitute 5x4
Gate 2016 ceq30paper1mathematics
Gate 2016 ceq30paper1mathematics
Gate 2016 ceq30paper1mathematics
Gate 2016 ceq30paper1mathematics
Gate 2016 ceq30paper1mathematics

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  • 2.
  • 3.
  • 4. We have from the differential equation D4 + 3D2 =0 where D=d/dx THIS QUADRATIC EQUATION YIELDS THE ROOTS 0,0, AND TWO IMAGINARY ROOTS
  • 5. • THE ROOT 0 WITH A MULTIPLICITY OF 2 DEMANDS THAT WE HAVE IN THE SOLUTION— • constant1 +Xconstant2+---
  • 6. • THE ROOT 0 WITH A MULTIPLICITY OF 2 DEMANDS THAT WE HAVE IN THE SOLUTION— • constant1 +Xconstant2+--- This rules out choices B and C
  • 7. • Now consider the particular • integral part • We have ---+3D2 y+---- • If we substitute 3x4 for y • we will get the 108x2 • This is what we need • We cannot susbstitute 5x4