To solve \( 8158 \div 5 \) using smaller and friendly equations, we can break it down as follows:
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Break down the number into smaller parts: \[ 8158 = 8000 + 158 \]
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Divide each part by 5: \[ 8000 \div 5 = 1600 \] \[ 158 \div 5 = 31 \quad \text{(Remainder 3)} \]
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Combine the results: Now add the results of the divisions together. \[ 1600 + 31 = 1631 \]
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Considering the remainder: Since \( 158 \) gives a remainder of \( 3 \) when divided by \( 5 \): The total from the division can also be adjusted, but in integer division, we can set aside the remainder.
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Final Answer: So, \( 8158 \div 5 = 1631 \) with a remainder of \( 3 \).
Thus, we have \( 8158 \div 5 \) broken down into smaller friendly equations leading to the final answer.