Suppose that it's 23
∘
f outside today.
the temperature inside is 70
∘
where does the temperature have a greater absolute value?
inside or outside

Suppose $r$ and $s$ are the values of $x$ that satisfy the equation \[x^2 - 2mx + (m^2+2m+3) = 0\]for some real number $m$. find the minimum real value of $r^2+s^2$.