Find solutions such that A: no solution, B: Unique solution C: Infinitely many

Find solutions such that A: no solution, B: Unique solution C: Infinitely many

Question Details:
X1 + hX2 = 2
4X1+8X2= k

I get that h = -15 will be inconsistent (no solution)
h = Real number expect -15 will be unique ( i think)
I don't know how i will get infinitely many.

Quote:

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Originally Posted by nomana123

Find solutions such that A: no solution, B: Unique solution C: Infinitely many

Question Details:
X1 + hX2 = 2
4X1+8X2= k

I get that h = -15 will be inconsistent (no solution)
h = Real number expect -15 will be unique ( i think)
I don't know how i will get infinitely many.

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I'm assuming the X1 and X2 are subscripted.





no solution if and

unique solution if

infinite solutions if and

I wanted to ask this question original :( sorry. Thank you.

1 -3 -2
5 h -7

If, -5R1 + R2
= 1 -3 -2
0 15+h 3

now when h = -15 => inconsistent, when h doesn't equal -15 unique solutions. Infinite is not possible?