Which numeral represents "four hundred twenty-three thousand, fifty-one"?
- \(423{,}501\)
- \(423{,}510\)
- \(42{,}351\)
- \(423{,}051\)
Students will read, write, and represent multi-digit whole numbers in standard, word, and expanded form.
Which numeral represents "four hundred twenty-three thousand, fifty-one"?
Which numeral represents "five thousand, two hundred thirty-four"?
What number is equal to \(30{,}000+6{,}000+500+20+8\)?
In the number \(7{,}846\), what digit is in the tens place?
Write the number \(12{,}405\) in word form.
Which number is less than \(54{,}200\)?
In the number \(352{,}679\), what is the value of the digit in the ten-thousands place?
What is the value of the thousands digit in \(67{,}290\)?
Thousands: \(423\), ones: \(51\). Combined: \(423{,}000 + 51 = 423{,}051\) \checkmark
Thousands: \(5\), ones: \(234\). Combined: \(5{,}000 + 234 = 5{,}234\) \checkmark
Step 1: \(30{,}000 + 6{,}000 = 36{,}000\). Step 2: \(36{,}000 + 500 + 20 + 8 = 36{,}528\) \checkmark
From right to left: ones, then tens. In \(7{,}846\), the tens digit is \(4\) \checkmark
Breaking it: \(12\) thousands ("twelve thousand") and \(405\) ones ("four hundred five") \checkmark
The thousands digits match, so compare the hundreds place: \(100 < 200\), therefore \(54{,}100 < 54{,}200\) \checkmark
The ten-thousands place contains the digit \(5\). Its value: \(5 \times 10{,}000 = 50{,}000\) \checkmark
The thousands digit is \(7\). Value: \(7 \times 1{,}000 = 7{,}000\) \checkmark