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Evaluate: 188.8 div 8...

Evaluate:
`188.8 div 8`

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To evaluate \( 188.8 \div 8 \), we can follow these steps: ### Step 1: Set up the division We write \( 188.8 \) as the dividend and \( 8 \) as the divisor. ### Step 2: Divide the whole number part First, we consider the whole number part, which is \( 188 \). We need to see how many times \( 8 \) can go into \( 188 \). - \( 8 \) goes into \( 18 \) two times (since \( 8 \times 2 = 16 \)). - Subtract \( 16 \) from \( 18 \) to get \( 2 \). - Bring down the next digit \( 8 \) to make it \( 28 \). - \( 8 \) goes into \( 28 \) three times (since \( 8 \times 3 = 24 \)). - Subtract \( 24 \) from \( 28 \) to get \( 4 \). ### Step 3: Handle the decimal Now we have \( 4 \) left, and we need to bring down the decimal part. We can treat \( 188.8 \) as \( 188.80 \) for easier calculation. - Bring down the \( 0 \) next to \( 4 \) to make it \( 40 \). - \( 8 \) goes into \( 40 \) five times (since \( 8 \times 5 = 40 \)). - Subtract \( 40 \) from \( 40 \) to get \( 0 \). ### Step 4: Combine the results Now we can combine the results from our division: - The whole number part is \( 23 \) (from \( 188 \)). - The decimal part is \( 0.5 \) (from \( 0.0 \)). - Therefore, \( 188.8 \div 8 = 23.6 \). ### Final Answer Thus, \( 188.8 \div 8 = 23.6 \). ---
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