Quiz Answer Explanations
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Quiz Answer Explanations
📚 Part 1: Multiple Choice (with explanations)
Answer: 4. Explanation: 5,482 = 5,000 + 400 + 80 + 2. The hundreds place is the 400, so the digit is 4.
Answer: 23,514; 3,827; and 133,209 each have a 3 in the thousands place. Explanation: In 23,514 the thousands digit is 3 (23,000); in 3,827 it is 3 (3,000); in 133,209 the thousands digit is the third-from-right 3 (3,000). 7,305 has a 7 in the thousands place.
Answer: 7,000. Explanation: In 47,309 the 7 is in the thousands place, so its value is 7 × 1,000 = 7,000.
Answer: Sixty thousand two hundred four. Explanation: In American English we write whole numbers without "and": 60,204 = sixty thousand + two hundred + four.
✏️ Part 2: Short Answers (show answer + brief explanation)
Answer: 80,000 + 2,000 + 300 + 50 + 6. Explanation: Each digit is written as its place value sum.
Answer: 5,000. Explanation: The 5 is in the thousands place, so it represents 5 × 1,000 = 5,000.
Answer: < . Explanation: Both numbers match through the hundreds place (34,7__), but 34,709 has a 0 in the tens place while 34,790 has a 9, and 0 < 9 so 34,709 < 34,790.
Answer: 68,000. Explanation: Look at the hundreds digit (2). Since it is less than 5, round down and keep the thousands digit (68,000).
🧭 Teacher Notes & Supports
I can: I can identify the value of digits in whole numbers and write numbers in expanded form.
Success criteria: I can point to a digit, name its place (ones, tens, hundreds, thousands, etc.), give its value, and write a number as a sum of place values.
Differentiation strategies: Use place-value charts and base-ten blocks for students who need support; read questions aloud and provide one-on-one modeling; give shorter prompts as needed.
Extension activities: Convert numbers between standard, expanded, and word forms up to 7 digits; have advanced learners create their own 5- or 6-digit numbers and explain each digit's value.
Dyslexia-friendly options: Provide a version with larger spacing and a sans-serif font, allow colored overlays, read items aloud, and allow extra time for reading and responses.
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