Answer :
To solve the division problem [tex]\(163 \div 18\)[/tex], follow these steps:
1. Understand the Problem: You are asked to divide 163 by 18 to find how many times 18 fits into 163.
2. Perform the Division:
- Divide 163 by 18.
- 18 goes into 163 a total of 9 whole times because [tex]\(18 \times 9 = 162\)[/tex], and 162 is as close as you can get to 163 without exceeding it.
3. Find the Remainder:
- After calculating [tex]\(18 \times 9 = 162\)[/tex], subtract 162 from 163 to find the remainder: [tex]\(163 - 162 = 1\)[/tex].
4. Express the Result:
- The division gives the quotient of 9 and a remainder of 1.
- If you want to express this as a decimal, you would continue by dividing the remainder by 18. This can be shown as [tex]\(1 \div 18\)[/tex], which is approximately 0.0556.
5. Conclusion:
- Therefore, when you divide 163 by 18, you get approximately 9.0556.
This means 18 goes into 163 approximately 9.0556 times.
1. Understand the Problem: You are asked to divide 163 by 18 to find how many times 18 fits into 163.
2. Perform the Division:
- Divide 163 by 18.
- 18 goes into 163 a total of 9 whole times because [tex]\(18 \times 9 = 162\)[/tex], and 162 is as close as you can get to 163 without exceeding it.
3. Find the Remainder:
- After calculating [tex]\(18 \times 9 = 162\)[/tex], subtract 162 from 163 to find the remainder: [tex]\(163 - 162 = 1\)[/tex].
4. Express the Result:
- The division gives the quotient of 9 and a remainder of 1.
- If you want to express this as a decimal, you would continue by dividing the remainder by 18. This can be shown as [tex]\(1 \div 18\)[/tex], which is approximately 0.0556.
5. Conclusion:
- Therefore, when you divide 163 by 18, you get approximately 9.0556.
This means 18 goes into 163 approximately 9.0556 times.
