Use long division to find the value of \( 1,875 \div 15 \).

To divide \( 1,875 \) by \( 15 \) using long division, you can follow these steps: 1. How many times does \( 15 \) go into the first part of \( 1,875 \)? Start with \( 18 \) (the first two digits of \( 1,875 \)). \( 15 \) goes into \( 18 \) once. Write a \( 1 \) above the line. 2. Multiply \( 1 \times 15 = 15 \) and subtract this from \( 18 \) to get \( 3 \). Bring down the next digit, \( 7 \), making it \( 37 \). 3. Next, see how many times \( 15 \) fits into \( 37 \). \( 15 \) goes into \( 37 \) twice. Write a \( 2 \) on top. 4. Multiply \( 2 \times 15 = 30 \) and subtract from \( 37 \) to get \( 7 \). Bring down the last digit, \( 5 \), to get \( 75 \). 5. Finally, see how many times \( 15 \) fits into \( 75 \). It fits exactly \( 5 \) times, so write a \( 5 \) on top. 6. Multiply \( 5 \times 15 = 75 \) and subtract from \( 75 \) to get \( 0 \). Combining all the numbers written above the long division line, you have \( 125 \). Therefore, \( 1,875 \div 15 = 125 \).