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In this lesson, we will learn how to identify place values through thousands and demonstrate how the same digit can have different values in each of those places.

Q1:

Complete the table finding the place value of 6.

Q2:

What is the place value of the digit in brackets in the number 4 2 7 ( 9 ) ?

Q3:

Look at Nada’s abacus, which number has she made?

Q4:

Find the number formed by the digits in the table below.

Q5:

Find the place value in words and digits of 5 in the number 8 356.

Q6:

Separate the number into its place values.

Q7:

What is the place value of the 1 in 5 3 2 1 ?

Q8:

In which of the following numbers does the digit 4 represent a value of 400?

Q9:

2 0 = h u n d r e d s t h o u s a n d s .

Q10:

What is the biggest number that can be made from 1 , 5 , 4 , 6 using each digit only once?

Q11:

Complete the following table.

Q12:

Find the largest four-digit number made with four different digits where the unit digit is 7.

Q13:

Complete the following: 4 thousands = hundreds = tens = .

Q14:

Complete the following: 9 500 tens = thousands = hundreds = .

Q15:

What is the smallest four-digit number that can be made from 8, 2, 9, and 4 where each number is only used once?

Q16:

What is the smallest 4-digit number?

Q17:

If the number 2 3 8 0 is divided by 10, the digit 8 will end up in the place.

Q18:

Complete the following: 3 6 2 = + + .

Q19:

Find the value of the digit 0 in the number 110.

Q20:

What is the place value of each digit in the number 284?

Q21:

Find the value of the digit 9 in the number 192.

Q22:

What is the largest 2-digit number that can be made when one of the digits from 786 is removed?

Q23:

Rearrange the digits of 792 and 249 so that their sum has the smallest value.

Q24:

What is the smallest 3-digit number?

Q25:

Mariam made a list of all the numbers between 176 and 231 that have the digit 5. How many numbers did Mariam have on her list?

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