30+6(21^0.5) ~ 57.49545
30-6(21^0.5) ~ 2.50455
X*Y=144
X=144/Y
X+Y=60
X=60-Y
144/y = 60 - Y
144 = 60Y - Y^2
Y^2-60Y+144=0
Quadratic equation gives you:
30+6(21^0.5) ~57.49545
30-6(21^0.5) ~2.50455
189
The numbers are: -5 and 3
That depends whether you want to add the numbers, to multiply them, or what.
-5 and 3
-17
289
4 + 5 = 9 x 16 = 144
-137
-144
169
189
Oh, what a happy little math problem! To find two numbers that multiply to -144 but add to 6, we can think of factors. The numbers are 12 and -12 because when you multiply them, you get -144, and when you add them, you get 6. Remember, there are always solutions waiting to be discovered, just like a beautiful painting waiting to be brought to life on the canvas.
-22
The numbers are: -5 and 3
199
-5 and +3
That depends whether you want to add the numbers, to multiply them, or what.