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Perform the modular arithmetic operation. 8 ∙ 8 (mod 6) =
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\[8 \quad(\text{mod }6) \implies \text{Remainder in } 8\div 6 \]
Then you multiply 8 to that.
Recall remainders? The basic-est concept I learnt in elementary Mathematics.
Maybe it's something else. I feel that your question is\[(8 \cdot 8)\mod6 \]
i got 1.33333 for 8/6 .. is this right?
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that is my question..?
nvm... Your question is \(8\cdot8\mod{6}\)
You first find \(8 \cdot 8\). That'd be the same as \(8 \times 8\)
64
Then perform the long division method to find \(64 \div 6\). Use draw tool...
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soooo i got 10.66667 ?
No! Use long division!|dw:1345824718395:dw|
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