Systems of equations with different slopes and different y-intercepts have one solution. Always Sometimes Never Systems of equations with the same slopes and different y-intercepts have no solution. Always Sometimes Never i am not of the answer to these two.
first one is sumtimes
second on is sometimes
really?
first and first. my opinion.. (it is 2 equations with 2 variables right?)
first and first. what???
First question: "have one solution." -> always. Second question: "have no solution": -> always. (because of the same slope) |dw:1372367134926:dw|
how many equations are there in your systems?
for the second one I meant that they have never a solution. so i said "always no". sorry if it's confusing.
so never?
never.
the 2nd question is confusing. if someone says "there is no solution", I'll say "this is always true"...
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