Gahhh! I have 1 more ya'll @satellite73 @hilbertboy96 its really simple but im tired and my mind is lagging lol xD same concept here is the problem 5+6x=6x+4
now look you have \(6x\) on the left, and \(6x\) on the right, yes?
yes that made me think it was infinite but im not 1000% sure at the moment :P
\(x\) is a variable, but whatever variable it is, it is the same on the left and on the right
so what chance do you have to add 5 to a number, add 6 to the SAME number, and get the same answer?
And if you were to try to separate the variables you get 1 = 0. And as luke said in his previous definition that means?
ohhh wait is it "no solution" ?
correct
yah no solution
woooo can you help me with a few kinda complex ones (this is do tomorow and i have no one else to help me)
Sure
\[5+\overbrace{6x}^{\text{ this }}=\overbrace{6x}^{\text {is equal to this}}+4\]
but \(4\) is not equal to 5
thank you, i see what you both mean , this is actually very informative lol
math can be exciting when you learn new things
yes indeed !! so is there anyways yall could help with some more of my math, its very confusing x( @hilbertboy96 @satellite73
math is a bloody bore go ahead and post
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