Let the two numbers be designated by p and q. From the statement of the problem,
pq = 420 and p + q = 52. From the second of these equations, p = 52 - q. Substituting this into the first equation yields (52 - q)q = 420, and expanding this equation yield 52 q -q2 = 420, or q2 - 56q + 420 = 0. This is equivalent to:
(q-42)(q-10) = 0, which is true when q = 10 or q = 42. Therefore, the two numbers are 42 and 10.
The numbers are: -25 and -30
15.268 and 18.732
4
-19
7.5516 and 70.4484 (approx)
-1
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.
49
The numbers are 10 and 5.2
-9+4
2.4115 and 33.5885 (to 4 dp)
8, 5 and 2