Well I hate to say it but the Original post is complete garbage. It hasn't been quantified in any sort of means. According to the way it was written I could choose any 3 numbers, and the statement would be true.
A/B = (C/2)*sqrt(A) Thus A = (C/2)*sqrt(A)*B Let's set A=1, B=1, and C=4 Thus 1 = (2)*(1)*(1) 1 = 2 Which obviously isn't true.
I have a feeling that OP meant to say that A and B are the legs of a right triangle while C is the hypotenuse. However, quickly checking shows that this is false as well.
A = (C/2)*sqrt(A)*B A right triangle can have legs 3 and 4. With a hypotenuse of 5. Thus 4 = (5/2)*sqrt(4)*3 4 = (5/2)*(2)*(3) 4=15 which isn't true either.
I hope that this helped explain what was wrong with the original post. If I did any of my work wrong or simply misread the original post for some reason then please feel free to correct me.
Well now that this thread has taken a totally different turn. I would just like to mention that there is no real need to put the quadratic formula into words, as it is a mathematical expression.
Ugh, I absolutely hate math. I can't even do simple math in my head, and equations, although I can solve them, take too much work. I'll have to let my math loving brother know about this thread.
in 8th grade we learnt 9th grade algebra and i was the top of my class but now ever since i came to high school, i started to become worse and worse...
