I@Apu
INote for OP
+solved @user1 @user2...
Dfor determinant 1, since the first two rows are same so the determinant would be 0, similarily for second, in third one, since f(x),g(x),h(x), are polynomials of degree 2, then their third differentials would be 0, so the last row of third determinant is 0, hence the value of that determinant is 0. so the total value is 0.
ROh okay actually I haven’t studied determinants so i dont know about properties
!Lmao just assume all functions to be x^2
Rwithout any coefficients ?
!Why not
!It can be any 2 degree polynomial so choose the simplest one
Dcan be done on any general case too tho....
Rcan u pls explain what will be the next step if are considering general case
Dthe third differential in any case is 0....
Ryes i know that thats why mene 3rd wle determinant ko zero kia what about 1st two
Iyo shall we revisit this once we do determinants? I agree with what thanos and nimay said here.
Ithe coefficient will be 1, 0, 0 (x2, x, c)
R+solved @Deleted User
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