What are two numbers that add to -22 and multiply to equal 144?

If there's no typo, it's -11 + i sqrt(23) and -11 - i sqrt(23)





these came from solving the two equations:


x + y = -22


xy = 144





yielding the quadratic: x^2 + 22x + 144 = 0


solutions come from the quadratic formula with a =1 , b = 22, and c = 144





since b^2 - 4ac = -92, the solutions are complex








If you meant x + y = -24 and xy = 144, then the solution is -12 and -12.


If you meant x + y = -25, then the solution is -9 and -16


If you meant x + y = -26, then the solution is -8 and -18.What are two numbers that add to -22 and multiply to equal 144?
try doing it your self


equation- x+x-22(x)=144


+22 +22


3x= 166


dived by 3


55.33333333333333333333333333


Just joking wrong equation


-49+27=-22 theres part of itWhat are two numbers that add to -22 and multiply to equal 144?
There are no real numbers that satisfy this condition.





-12 and -12


-6 and -24


-3 and -48


-2 and -72





None of these pairs of divisors solves your condition-