Help please: Medal ...
\[\sqrt{x+8-6}=x\] Find the solutions...??
start by squaring both sides: \[x +8 - 6 = x ^{2}\] then you want to the equation = 0 to get into factored form: \[x^2 -x -2 = 0\] then use a factoring technique to get: (x-2)(x+1) x = 2 and x = -1
That's what I got! But it's not one of the answer available!! @piglet9
what are the choices?
x = −4 x = −7 x = −4 and x = −7
What about this one.... can you explain it?\[\frac{ 10 }{ 8-5i }\]
f.y.i none of those answers work for the equation posted above so it is either written wrong or those are the wrong answers... do you know what i = ?
its imaginary numbers/complex numbers @piglet9
i = sqrt(-1). Does that help?
well i have I in the equation... Its just being simplified and rewritten...?
What does the question ask?
it just says simplify..
Well we can get rid of that i by squaring the whole thing. Try it and tell me what you get.
I got it I think but its way to much to write out xD thanks so much for your help!!
No Problem.
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