Amaging Digits
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Four Great Amazing Digits Below: A = 10430 B = 3970 C = 2114 D = 386 Then (A+B), (A+C), (A+D), (B+C), (B+D), (C+D) & (A+B+C+D) Shall Have perfect square roots. Such as: 1. (A+B)
= 10430+3970
= 14400 =
Perfect Square of (120)
2. (A+C)
= 10430+2114
= 12544 =
Perfect Square of (112)
3. (A+D)
= 10430+386
= 10816 =
Perfect Square of (104)
4. (B+C)
= 3970+2114
5. (B+D)
= 3970+386
= 4356 =
Perfect Square of (66)
6. (C+D)
= 2114+386
= 2500 =
Perfect Square of (50)
= 6084 =
7. (A+B+C+D) = 10430+3970+2114+386 (130)
= 16900 =
Perfect Square of (78)
Perfect Square of
= 10430+3970
= 14400 =
Perfect Square of (120)
2. (A+C)
= 10430+2114
= 12544 =
Perfect Square of (112)
3. (A+D)
= 10430+386
= 10816 =
Perfect Square of (104)
4. (B+C)
= 3970+2114
5. (B+D)
= 3970+386
= 4356 =
Perfect Square of (66)
6. (C+D)
= 2114+386
= 2500 =
Perfect Square of (50)
= 6084 =
7. (A+B+C+D) = 10430+3970+2114+386 (130)
= 16900 =
Perfect Square of (78)
Perfect Square of
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