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Grade 11,

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Consider the system of equations: x + y + z = 0 ax + ßy + ?z = 0 a2x + ß2y + ?2z = 0 Then the system of equations has (A) A unique solution for all values a, ß, ? (B) Infinite number of solutions if any two of a, ß ? are equal (C) A unique solution if a, ß, ? are distinct (D) More than one, but finite number of solutions depending on values of a, ß, ?

Consider the system of equations:
x + y + z = 0 ax + ßy + ?z = 0 a2x + ß2y + ?2z = 0
Then the system of equations has
(A) A unique solution for all values a, ß, ?
(B) Infinite number of solutions if any two of a, ß ? are equal
(C) A unique solution if a, ß, ? are distinct
(D) More than one, but finite number of solutions depending on values of a, ß, ?

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1 Answers

Vikas TU
14149 Points
3 years ago
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