What is the answer to x+1=(2^8\mod 7) ?

The answer to x+1=(2^8\mod 7) is x=1792 ^6 \mod-1

Solve for x: x+1=(2^8\mod 7)

The solution is x=1792 ^6 \mod-1

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x + 1 = (2^{8} mod 7)

Solution steps

x + 1 = (2^{8} mod 7)

2^{8} = 256

x + 1 = 256 \cdot 7 mod

Multiply the numbers:

256 \cdot 7 = 1792

x + 1 = 1792 mod

Move

1

to the right side

Simplify

2 (x - 4) = x - 7

2 (5 x - 4) = 6 + (3 x - 4)

x, 32 x = \frac{y}{2}

2 t - 4 = \frac{t}{3 - 16}

x, x + 2 y = 3024

What is the answer to x+1=(2^8\mod 7) ?
The answer to x+1=(2^8\mod 7) is x=1792 ^6 \mod-1
Solve for x: x+1=(2^8\mod 7)
The solution is x=1792 ^6 \mod-1