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Division Practice And Problem-Solving: Monday, Tuesday, And Wednesday Challenges.pdf

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Summary

## Monday – Division Summary

1. Matching Statements:

Match each statement about division with the correct card indicating its truthfulness (True or False).

Card 1: "All divisions can be solved without exchanging." (False) - Some divisions, like 96 ÷ 7, require borrowing (exchanging) to get a whole number result.

2. True or False?

"All of these calculations can be solved without exchanging."

Answer: False. As stated above, some division problems necessitate exchanging (borrowing) to arrive at a correct answer.

Explanation: Exchanging occurs when dividing a number by another where the quotient doesn't divide evenly. You must borrow from the next digit (usually 'carried over') to adjust the dividend and get an accurate result.

3. Children's Division Problem:

Three children answered: 90 ÷ 5 = ?

Correct Answer: 18

Explanation: 90 divided by 5 equals 18 without any remainder. This can be verified through long division or estimation.

4. Remainder Calculations:

Divide the following numbers by the digits on the cards and identify which calculations result in remainders:

96 ÷ 7
* 96 ÷ 5

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Description

Students identify correct divisions, understand exchange rules, and solve remainders. Tom is correct in his calculation of 90 ÷ 5 = 18. Not all divisions can be solved without exchanging, as seen in 96 ÷ 4.

**Tuesday – Division:**

1. **Task:** Identify the pattern among division results.

2. **Odd one out:** 76 ÷ 3 = 25 (unique as others are whole numbers).

3. **Statements:** "A number divided by 0 is infinite" (False; division by zero is undefined). "98 ÷ 2 = 49" (True, based on standard div

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  • File Format: PDF
  • File Size: 294 KB
  • Pages: 10
  • Language: EN
  • Author: Lisa Bradshaw
  • Total Downloads: 20
  • Last Updated: 1 week ago

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