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The roots of the equation x^2-10x+25=0 are A: 2 imaginary roots. B: 2 real roots. C: 1 real root. D: there is no solution
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Graph the equation to figure it out. Here is a hint: you can not factor this to get the answer.
It touches the x axis and that is a root. Even if it does not intersect.
It has one real root i.e U can factorise it like this (x-5)2 so make it equals to 0 and the solution is one i.e x=5 meaning the graph touches the x-axis only once
Thank you guys soo much for your help! I understand completely now! Much appreciated!
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