x^2+4x that is equal to or more then 5
\[x ^{2}+4x \ge5\]
the sign is means "greater than or equal to" just for further reference.... anyways can you tell me how you would solve: \[x^2 + 4x = 0\]?
i know the sign. and no, i dont get it because it has two x's. I am not good with factoring but maybe its like |dw:1383672448527:dw| but after that idk, and idk if thats even right.. any help is great. But would prefer to be shown how to do t not just the answer
I am here to show you thats why I asked. My mistake I make a slight copy error I should have said how would you solve: \[x^2 +4x = 5\]
sorry about that :P
its fine, um.. i know i am suppose to factor it.. i think, i am just not sure how. its |dw:1383672751483:dw| is the same as \[x ^{2}+4x \ge5\] correct?
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