\(y=\sqrt{608.339x^2-43040.496x+773721}\)
Preferably using precalc level math
Thanks!
We need to find the x values (if any) that make the inside function < 0
A graph seems best [ IMHO !!! ]
Look at the graph here : https://www.desmos.com/calculator/im64nbdu1v
The function under the radical is always > 0 for all x values....so...the domain is ( -inf, inf)
And the graph of the function itself, here, https://www.desmos.com/calculator/xytn5zb5ky
Shows the range to be ( ≈ 111.504, inf )