(8) Mark has 72 pencils. He keeps 12 of them. He divided the rest equolly between his 6 friends. How many did each friend get? \( 72-12= \) \( 60 \div 6= \) \( p= \)

Mark began with 72 pencils and decided to keep 12 for himself. After setting those aside, he had 60 pencils left. By sharing these unequally among his 6 friends, he ensured that each received an equal amount. To find out how many pencils each friend got, you simply divide 60 by 6, which results in 10 pencils per friend. The mathematical expression for this problem beautifully illustrates the concept of both subtraction and division in a real-world scenario. This scenario is a common example of problem-solving involving basic arithmetic and division. One common mistake in this type of problem is forgetting to account for the pencils Mark keeps before dividing, which can lead to an incorrect total for each friend. Always double-check the steps to ensure the right path to the answer!