Sure! Here are five smaller friendly equations that can help you solve \( 6786 \div 16 \):
- \( 1600 \div 16 = 100 \)
- \( 2000 \div 16 = 125 \)
- \( 1600 + 2000 = 3600 \quad \text{ and } \quad 3600 \div 16 = 225 \)
- \( 8000 \div 16 = 500 \)
- \( 800 \div 16 = 50 \)
Using these smaller equations, you can understand the division of \( 6786 \div 16 \) by breaking down the problem into smaller parts.
To find the answer to \( 6786 \div 16 \):
- \( 6786 \) can be broken down into \( 6400 + 386 \)
- Then calculate \( 6400 \div 16 = 400 \)
- For the remainder, calculate \( 386 \div 16 = 24\) (with a remainder of \( 2 \))
So, \( 6786 \div 16 = 423\) with a remainder of \( 2\).
Please adjust or combine these equations as needed for your understanding!