There are none because when the given numbers are converted into a quadratic equation its discriminant is less than zero and so therefore there are no solutions.
If the 2 numbers when multiplied equals -45 then the number are:-
(3+square root of 54) and (3-square root of 54)
Check: (3+sq rt 54)+(3-sq rt 54) = 6
Check: (3+sq rt 54)*(3-sq rt 54) = -45
The two numbers you are looking for are 48 and -28. When multiplied together, 48 × -28 equals -1344, and when added, 48 + (-28) equals 20.
000
The two numbers that satisfy both conditions are -4 and -5. When multiplied together, -4 × -5 equals 20, which does not meet the requirement. However, if we consider the correct numbers, they are 1 and -10. When multiplied, 1 × -10 equals -10, and when added, 1 + (-10) equals -9. To meet the criteria, the correct pair is 4 and -5, where 4 + (-5) equals -1, which does not meet the requirement either. Upon reevaluation, the numbers do not exist that fit both conditions simultaneously.
99
The numbers are -10 and -70
The two numbers you are looking for are 48 and -28. When multiplied together, 48 × -28 equals -1344, and when added, 48 + (-28) equals 20.
The numbers are 10 and 5.2
-2
-70
8, 5 and 2
The numbers are: 30 and -30
-9+4
5
2.4115 and 33.5885 (to 4 dp)
The numbers are 1 and 10.
10
266