determine whether each of the following "theorems" is true or false. Assume that a, b, c,
d, and m are integers with m 1.
-$$\text { If } a \equiv b ( \bmod m ) \text {, then } 2 a \equiv 2 b ( \bmod m )$$

Question

determine whether each of the following "theorems" is true or false. Assume that a, b, c,
d, and m are integers with m > 1.
-$$\text { If } a \equiv b ( \bmod m ) \text {, then } 2 a \equiv 2 b ( \bmod m )$$

Quizplus · Accepted Answer

The Answer of determine whether each of the following "theorems" is true or false. Assume that a, b, c,
d, and m are integers with m > 1.
-$$\text { If } a \equiv b ( \bmod m ) \text {, then } 2 a \equiv 2 b ( \bmod m )$$

Determine Whether Each of the Following "Theorems" Is True or False