Q1027 (Q1027): Difference between revisions

@@ Property / relevant answers: 3116899 / qualifier @@
+Defining formula:  $5^{2} \equiv 1 (mod 8)$ 
5^2\equiv 1 (\text{mod} 8)
@@ Property / relevant answers: 3116899 / qualifier @@
+Defining formula:  $5^{133} \equiv 5^{2 \times 66 + 1} \equiv 5 \times (5^{2})^{66} \equiv 5 \times 1^{66} \equiv 5 (mod 8)$ 
5^{133}\equiv 5^{2\times 66+1}\equiv 5\times (5^2)^{66}\equiv 5\times 1^{66}\equiv 5 (\mod 8)
@@ Property / relevant answers: 3116899 / qualifier @@
-Defining formula:  $5^{2} \equiv 1 (m o d 8)$ 
5^2\equiv 1 (mod 8)
@@ Property / relevant answers: 3116899 / qualifier @@
-Defining formula:  $5^{133} \equiv 5^{2 \times 66 + 1} \equiv 5 \times (5^{2})^{66} \equiv 5 \times 1^{66} \equiv 5 (m o d e 8)$ 
5^{133}\equiv 5^{2\times 66+1}\equiv 5\times (5^2)^{66}\equiv 5\times 1^{66}\equiv 5 (mode 8)

Revision as of 12:26, 29 April 2020