Which of the following is a solution/are solutions of the system 4x + 2y − 3z = 0 7x − 3y + z = 4 A. (1, 2, 3) B. (1, −2, 3) 1. Only A 2. Only B 3. Both A and B 4. Neither A nor B.
well, for both equations, plug in the given values for x,y and z and see if they work (equal RHS)
4 sum it and replace with A and B
if for instance A is true for the one equation and not for the other,does it make it a solution?
no it must be solution for both
ok so lemme know @Kudos what you tried?
i substituted the values of A into eqaution 1 (false) eqn 2 (true) values of B into eqn 1(false) eqn 2 (false)
Thanxs guys, makes sense
so the answer must be : neither A or B
since it is necessary to have the values correct in both eqn..
@mathslover ,yes it is
nice then. . so at last: \[\huge{\mathcal{WELCOME}\space \mathbb{To}\space\mathcal{ OpenStudy}}\]
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