To divide \( 8542 \) by \( 27 \):

\[
8542 \div 27 = 316 \, \text{R} \, 10
\]

So, the quotient is \( 316 \) with a remainder of \( 10 \).

If you want the result as a decimal:

\[
8542 \div 27 \approx 316.37
\]

Would you like to see the detailed steps of the division process?

Here are 5 related questions for further practice:
1. What is \( 8542 \div 25 \)?
2. If \( 8542 \) is divided by \( 30 \), what is the quotient?
3. How do you perform long division for \( 7000 \div 27 \)?
4. What is the remainder when \( 8542 \) is divided by \( 13 \)?
5. Calculate \( 316 \times 27 \). What is the result?

**Tip:** When dividing large numbers, long division helps break down the problem step by step, making it easier to manage.

Learn how to divide 8542 by 27, with a quotient of 316 and a remainder of 10. This step-by-step guide explains long division and provides additional practice problems for students in Grades 6-8.

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