Question: Week 3 - Session 1
Directions: Identify or complete the missing digit.
1. 7,362
Digit in the tens place: ________
2. 9,415
Digit in the hundreds place: ________
3. \boxed{\ },284
Missing digit is in the thousands place.
Answer: ________
4. 5,\boxed{\ }79
Missing digit is in the hundreds place.
Answer: ________
5. 8,61\boxed{\ }
Missing digit is in the ones place.
Answer: ________
1. **State the problem:** Identify the digit in the tens place of the number $7,362$.
2. **Explanation:** The place value positions from right to left are Ones, Tens, Hundreds, Thousands.
3. **Identify the tens place digit:** In $7,362$, the digits are:
- Thousands: $7$
- Hundreds: $3$
- Tens: $6$
- Ones: $2$
4. **Answer:** The digit in the tens place is $6$.
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1. **State the problem:** Identify the digit in the hundreds place of the number $9,415$.
2. **Explanation:** The hundreds place is the third digit from the right.
3. **Identify the hundreds place digit:** In $9,415$, the digits are:
- Thousands: $9$
- Hundreds: $4$
- Tens: $1$
- Ones: $5$
4. **Answer:** The digit in the hundreds place is $4$.
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1. **State the problem:** Find the missing digit in the thousands place of the number $\boxed{\ } ,284$.
2. **Explanation:** The thousands place is the leftmost digit in a four-digit number.
3. **Answer:** Since the number is $\boxed{\ } ,284$, the missing digit is the thousands digit. Without additional information, the missing digit can be any digit from $1$ to $9$ (assuming no leading zero).
4. **If the problem expects a specific digit, it must be provided.**
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1. **State the problem:** Find the missing digit in the hundreds place of the number $5,\boxed{\ }79$.
2. **Explanation:** The hundreds place is the third digit from the right.
3. **Answer:** The missing digit is in the hundreds place, so the number looks like $5,\boxed{\ }79$. The missing digit can be any digit from $0$ to $9$.
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1. **State the problem:** Find the missing digit in the ones place of the number $8,61\boxed{\ }$.
2. **Explanation:** The ones place is the rightmost digit.
3. **Answer:** The missing digit is in the ones place, so the number looks like $8,61\boxed{\ }$. The missing digit can be any digit from $0$ to $9$.
**Summary of answers:**
1. Tens place digit of $7,362$ is $6$.
2. Hundreds place digit of $9,415$ is $4$.
3. Missing thousands digit in $\boxed{\ },284$ is unknown without more info.
4. Missing hundreds digit in $5,\boxed{\ }79$ is unknown without more info.
5. Missing ones digit in $8,61\boxed{\ }$ is unknown without more info.