What is the value of a for the attached circle in general form?
**no answer choices!! and idk how to solve :(
factor the equation using prefect squares
which equation??
like the one of the circle?? (which i find??) or the general form?
\[x^2+ax+y^2+by+c=0\] \[\left(x+\frac a2\right)^2-a^2+y^2+by+c=0\]
why whoops?? haha :P am i not seeing something ur seeing??
(i forgot to square ) (fixed now)
ohhh okay i see :P so what do i do now?
factor the y terms using the same technique , then move the three constants outside the brackets to the right hand side
(x+a/x)^2=(-a+y+by)^2 ?? did i do that right?? :/ idk...
oops i forgot the +c... so like this?? (x+a/x)^2=(-a+y+by)^2+c ??? idk :(
\[\left(x+\frac a2\right)^2-a^2+y^2+by+c=0\] \[\left(x+\frac a2\right)^2-a^2+\left(y+\frac b2\right)^2-b^2+c=0\] \[\left(x+\frac a2\right)^2+\left(y+\frac b2\right)^2=a^2+b^2-c\]
oh okay :P but how do i solve for a?
compair to the general form of a circle
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