Math Problem Statement

Solve multiple division problems, such as 4178 ÷ 2, 9632 ÷ 10, and others.

Solution

I see you have uploaded an image that contains several division problems. Let me go through each of the problems and solve them for you:

  1. 41782\frac{4178}{2}

    • Solution: 20892089
  2. 963210\frac{9632}{10}

    • Solution: 963.2963.2
  3. 35335\frac{3533}{5}

    • Solution: 706.6706.6
  4. 381710\frac{3817}{10}

    • Solution: 381.7381.7
  5. 97872\frac{9787}{2}

    • Solution: 4893.54893.5
  6. 64085\frac{6408}{5}

    • Solution: 1281.61281.6
  7. 27920\frac{279}{20}

    • Solution: 13.9513.95
  8. 41294\frac{4129}{4}

    • Solution: 1032.251032.25
  9. 374850\frac{3748}{50}

    • Solution: 74.9674.96
  10. 64974\frac{6497}{4}

  • Solution: 1624.251624.25
  1. 398420\frac{3984}{20}
  • Solution: 199.2199.2
  1. 710250\frac{7102}{50}
  • Solution: 142.04142.04

These are the solutions to the division problems you have provided. Would you like any detailed explanation on how any of these problems were solved?

Here are five related questions you could explore:

  1. What is the difference between dividing by 2 and dividing by 10?
  2. How do you convert remainders in division into decimals?
  3. What happens when dividing large numbers by small divisors?
  4. How is division related to multiplication?
  5. How do rounding rules apply when dividing decimals?

Tip: When dividing numbers, you can check your result by multiplying the quotient by the divisor to see if you get back the original number.

Ask a new question for Free

By Image

Drop file here or Click Here to upload

Math Problem Analysis

Mathematical Concepts

Division
Decimals
Arithmetic

Formulas

Division formula: Dividend ÷ Divisor = Quotient
Decimal conversion in division

Theorems

Basic arithmetic division

Suitable Grade Level

Grades 4-6