MNM-3.1.1.2T Place value (Four Digits)

[TESTS]

Multiple Choice Qs Practice
[MNM-3.1.1.2T MCQs MCQs]

Question 1 of 10

Choose the correct answer.

What is the value of the digit '5' in the number 3,521?

5000
5
500
50

✓ Correct! Excellent! The digit '5' is in the Hundreds place, so its value is 5 x 100 = 500.

✗ Incorrect. Not quite. Remember to identify the place value of the digit '5' first.

Question 2 of 10

Choose the correct answer.

What is the place value of the digit '9' in the number 9,003?

Thousands
Ones
Hundreds
Tens

✓ Correct! Yes! The '9' is the first digit from the left, indicating the Thousands place.

✗ Incorrect. Remember the order of place values: Ones, Tens, Hundreds, Thousands.

Question 3 of 10

Choose the correct answer.

In the number 8,632, what is the digit in the Hundreds place?

8
3
2
6

✓ Correct! Exactly! The digit '6' is in the Hundreds place in 8,632.

✗ Incorrect. Count the place values from right to left: Ones, Tens, Hundreds, Thousands.

Question 4 of 10

Choose the correct answer.

In which number does the digit '7' represent '70'?

7134
1734
1374
1347

✓ Correct! Correct! In 1,374, the '7' is in the Tens place, representing 70.

✗ Incorrect. Think about the place value of '7' in each option. '70' means '7' is in the Tens place.

Question 5 of 10

Choose the correct answer.

Which statement about the number 7,204 is true?

The digit '0' is in the Thousands place.
The digit '7' is in the Ones place.
The digit '4' is in the Tens place.
The digit '2' is in the Hundreds place.

✓ Correct! Absolutely! The '2' in 7,204 is indeed in the Hundreds place.

✗ Incorrect. Carefully examine the position of each digit in the number 7,204 and recall its corresponding place value.

Question 6 of 10

Choose the correct answer.

What is the smallest 4-digit number that can be made using the digits 1, 0, 5, 2 exactly once?

125
1025
1205
1052

✓ Correct! You're right! To make the smallest number, put the smallest non-zero digit in the Thousands place, then the smallest remaining digits in order.

✗ Incorrect. Remember, a 4-digit number cannot start with '0'. After placing the smallest non-zero digit, place '0' in the next smallest place value.

Question 7 of 10

Choose the correct answer.

How many Tens are there in 600?

60
6000
6
600

✓ Correct! Correct! 60 tens (60 x 10) equals 600.

✗ Incorrect. Think about how many groups of '10' are in '600'.

Question 8 of 10

Choose the correct answer.

If you have 3 Thousands, 4 Hundreds, 1 Ten, and 9 Ones, what number do you have?

3491
3914
3149
3419

✓ Correct! You got it! Arrange the digits according to their place values: 3 thousands, 4 hundreds, 1 ten, 9 ones.

✗ Incorrect. Make sure to place each digit in its correct place value position.

Question 9 of 10

Choose the correct answer.

Which expanded form represents the number 4,162?

4000 + 100 + 60 + 2
400 + 100 + 60 + 2
4000 + 100 + 6 + 2
4 + 1 + 6 + 2

✓ Correct! That's perfect! Each digit is multiplied by its place value and then added together.

✗ Incorrect. Break down each digit according to its place value (Thousands, Hundreds, Tens, Ones).

Question 10 of 10

Choose the correct answer.

Which number is formed by 2 Thousands, 8 Hundreds, 0 Tens, and 5 Ones?

285
2805
2850
2085

✓ Correct! That's right! Putting the digits in their correct place values forms 2,805.

✗ Incorrect. Be careful with the order of place values and the digit '0'.

Quiz Complete!

You scored: 0 / 10

True or False Qs Practice
[MNM-3.1.1.2T TFQs TFQs]

Question 1 of 10

State whether the following statement is True or False.

The number 5,432 has '4' in the Thousands place.

True
False

✓ Correct! That's right! In 5,432, the '4' is in the Hundreds place, not the Thousands place.

✗ Incorrect. Review the place value positions. The '4' is in the Hundreds place.

Question 2 of 10

State whether the following statement is True or False.

10 hundreds make one thousand.

True
False

✓ Correct! Yes! 10 x 100 = 1000. So, 10 hundreds is indeed one thousand.

✗ Incorrect. Consider what 10 groups of 100 would be.

Question 3 of 10

State whether the following statement is True or False.

In the number 9,001, there are no tens.

True
False

✓ Correct! That's correct! The digit '0' in the Tens place signifies zero tens.

✗ Incorrect. Look at the digit in the Tens place in 9,001. What does it represent?

Question 4 of 10

State whether the following statement is True or False.

A number like 45 is a 4-digit number.

True
False

✓ Correct! That's right! 45 is a 2-digit number.

✗ Incorrect. Count the number of digits in '45'.

Question 5 of 10

State whether the following statement is True or False.

The digit '8' in 8,123 has a value of 800.

True
False

✓ Correct! You are correct! The '8' in 8,123 is in the Thousands place, so its value is 8,000.

✗ Incorrect. What is the place value of the digit '8' in 8,123? Its value is determined by its position.

Question 6 of 10

State whether the following statement is True or False.

The value of the digit '7' in 1,278 is 70.

True
False

✓ Correct! Correct! The '7' is in the Tens place, so its value is 7 x 10 = 70.

✗ Incorrect. The digit '7' is in the Tens place. What is its value?

Question 7 of 10

State whether the following statement is True or False.

The number 2,345 has a '2' in the Ones place.

True
False

✓ Correct! Right! The '2' in 2,345 is in the Thousands place, while '5' is in the Ones place.

✗ Incorrect. Identify the Ones place in the number 2,345. Is the digit '2' there?

Question 8 of 10

State whether the following statement is True or False.

The expanded form of 6,052 is 6000 + 50 + 2.

True
False

✓ Correct! Spot on! The '0' in the Hundreds place means there are no hundreds to add in the expanded form.

✗ Incorrect. Consider the place value of each digit in 6,052 to write its expanded form.

Question 9 of 10

State whether the following statement is True or False.

The place value of any digit changes based on its position in the number.

True
False

✓ Correct! Indeed! This is the fundamental principle of place value: a digit's value depends on where it is in a number.

✗ Incorrect. Consider the difference between the '2' in '25' and '52'. Does its value stay the same?

Question 10 of 10

State whether the following statement is True or False.

The number 1,000 is the smallest 4-digit number.

True
False

✓ Correct! Exactly! Any number smaller than 1,000 would be a 3-digit number or less.

✗ Incorrect. What comes after 999? How many digits does that number have?

Quiz Complete!

You scored: 0 / 10

True or False Qs with Reason Practice
[MNM-3.1.1.2T TFQRs MCQs]

Question 1 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: Rearranging any two different non-zero digits in a number always changes its value.

True, because every digit has a unique position.
True, because changing the position of digits with different values changes their place values and thus the total number.
False, because if the digits are '1' and '2', swapping them might not matter.
False, because sometimes numbers can be read the same way even if digits are swapped.

✓ Correct! Correct! This is a core concept of place value; position dictates the digit's contribution to the number's total value.

✗ Incorrect. Consider the number '12'. If you swap the digits, what number do you get? Is it the same value?

Question 2 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: 50 tens is equal to 5 hundreds.

False, because you can't compare tens and hundreds.
True, because both numbers have '5' at the start.
False, because 50 tens is 5000, and 5 hundreds is 500.
True, because 50 x 10 = 500, which is 5 hundreds.

✓ Correct! You're absolutely correct! Understanding the relationship between tens and hundreds is key here.

✗ Incorrect. Calculate the value of '50 tens' and the value of '5 hundreds' separately to compare them.

Question 3 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: The largest 4-digit number is 9,999.

False, because you can always add '1' to make it larger.
False, because 10,000 is larger than 9,999.
True, because each place value (Thousands, Hundreds, Tens, Ones) is filled with the largest single digit, '9'.
True, because it's the highest number before you reach 10,000.

✓ Correct! Yes! When all place values in a number are filled with the highest digit, it creates the largest number of that digit count.

✗ Incorrect. To make the largest number with a given number of digits, what digit should you put in each place value?

Question 4 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: The number 6,108 has '1' in the Hundreds place.

False, because '0' is in the Hundreds place.
False, because '1' is too small to be in the Hundreds place.
True, because the digit '1' occupies the position to the left of the Tens place and right of the Thousands place.
True, because '6' is in the Thousands place, so '1' must be hundreds.

✓ Correct! That's correct! Its position clearly indicates it's in the Hundreds place.

✗ Incorrect. Carefully identify the place value for each digit in 6,108, moving from right to left or left to right.

Question 5 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: The number 7,000 has 7 thousands.

True, because it's a 4-digit number.
False, because 7,000 is made up of 70 hundreds.
True, because the digit '7' is in the Thousands place, representing 7 x 1000.
False, because there are only three '0's after '7'.

✓ Correct! That's right! The position of '7' directly tells us its value and quantity of thousands.

✗ Incorrect. Think about what the first digit of a 4-digit number, like '7' in '7,000', signifies.

Question 6 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: In 1,234, the digit '1' is greater in value than the digit '2'.

True, because '1' comes before '2' in the number.
False, because '2' is a larger digit than '1'.
False, because place value doesn't affect the value of a digit.
True, because '1' is in the Thousands place (1000), and '2' is in the Hundreds place (200).

✓ Correct! Excellent! Place value is crucial; even a smaller digit can have a greater value if it's in a higher place.

✗ Incorrect. Remember that a digit's value is determined by its place in the number, not just the digit itself.

Question 7 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: The number 2,567 has a '5' in the Thousands place.

True, because '5' is between '2' and '6'.
False, because the digit '5' is in the Hundreds place, representing 500.
False, because the '2' is in the Thousands place.
True, because '5' is a large digit.

✓ Correct! That's right! The '5' in 2,567 clearly occupies the Hundreds position.

✗ Incorrect. Review the place value positions in the number 2,567 to identify where the '5' is located.

Question 8 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: The value of the digit '3' in 4,381 is 30.

False, because '3' is in the Hundreds place, so its value is 300.
True, because '3' is next to '8', which is in the Tens place.
True, because the last digit '1' is in the Ones place.
False, because '3' is in the Thousands place, so its value is 3000.

✓ Correct! Absolutely correct! The digit '3' is in the Hundreds position, making its value 300.

✗ Incorrect. Carefully identify the place value of the digit '3' in 4,381. Then determine its value.

Question 9 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: Adding 1 to 999 results in a 3-digit number.

False, because 999 + 1 is 100.
True, because both 999 and 1 are small numbers.
True, because adding '1' can't change the number of digits much.
False, because 999 + 1 = 1,000, which is a 4-digit number.

✓ Correct! That's correct! This demonstrates regrouping across place values, leading to a new thousands place.

✗ Incorrect. Perform the addition: 999 + 1. Then count the number of digits in the result.

Question 10 of 10

Select the correct True/False statement with its reason.

Evaluate the statement: The number 8,901 has a '0' in the Tens place, meaning it has no value.

True, because '0' always means no value at all.
True, because you don't say 'zero tens' when reading the number.
False, because '0' in the Tens place means zero tens, which holds the place but has a value of 0.
False, because '0' in the Tens place means it's actually 10 tens.

✓ Correct! Excellent! The '0' is crucial for maintaining the correct place values of the other digits in the number.

✗ Incorrect. Think about what would happen to the number 8,901 if the '0' wasn't there. Would it still be the same number?

Quiz Complete!

You scored: 0 / 10

Matching Questions Practice
[MNM-3.1.1.2T MQs MQs]

Drag options from the box below and drop them into the matching slots.

Three hundreds

7529

5000 + 30 + 1

Two thousands

1 Thousand

600

Thousands

4 Thousands, 2 Hundreds, 8 Tens, 5 Ones

Value of '6' in 1,623

Drop here

✓ Match: 600

300

Drop here

✓ Match: Three hundreds

4285

Drop here

✓ Match: 4 Thousands, 2 Hundreds, 8 Tens, 5 Ones

Digit in the Thousands place of 9,123

Drop here

✓ Match: 9

2000

Drop here

✓ Match: Two thousands

Expanded form of 5,031

Drop here

✓ Match: 5000 + 30 + 1

Place value of '4' in 4,812

Drop here

✓ Match: Thousands

10 Hundreds

Drop here

✓ Match: 1 Thousand

Value of '0' in 1,056

Drop here

✓ Match: 0

7,000 + 500 + 20 + 9

Drop here

✓ Match: 7529

✓ Perfect Match! All pairings are correct.

✗ Incorrect Pairings. Check review answers.

Quiz Complete!

You scored: 0 / 10

Fill Blank Qs Practice
[MNM-3.1.1.2T FBQs FBQs]

Question 1 of 10

Fill in the blank with the correct word or number.

A 4-digit number always has a digit in the — Select —30Hundreds595,403Thousands10Tens1,9996000 place.

✓ Correct! Absolutely! The Thousands place is the defining characteristic of a 4-digit number.

✗ Incorrect. What is the highest place value that makes a number a 4-digit number?

Question 2 of 10

Fill in the blank with the correct word or number.

In the number 3,456, the digit in the Tens place is — Select —Thousands105,403306000Tens9Hundreds1,9995.

✓ Correct! Correct! The '5' is indeed in the Tens place.

✗ Incorrect. Remember the order of place values: Ones, Tens, Hundreds, Thousands.

Question 3 of 10

Fill in the blank with the correct word or number.

The number 9,876 has — Select —TensHundreds95,403101,9996000530Thousands thousands.

✓ Correct! That's right! The digit '9' in the Thousands place tells us there are 9 thousands.

✗ Incorrect. Look at the digit in the Thousands place of 9,876.

Question 4 of 10

Fill in the blank with the correct word or number.

In 2,891, the digit '8' is in the — Select —30ThousandsTens5105,403Hundreds600091,999 place.

✓ Correct! That's right! The '8' is in the Hundreds place.

✗ Incorrect. Start from the right (Ones) and count the place values to find where '8' sits.

Question 5 of 10

Fill in the blank with the correct word or number.

One thousand is equal to — Select —56000Thousands1,9995,403930HundredsTens10 hundreds.

✓ Correct! You got it! 10 x 100 = 1,000.

✗ Incorrect. How many groups of '100' make up '1,000'?

Question 6 of 10

Fill in the blank with the correct word or number.

The number 5,000 + 400 + 3 is written as — Select —TensThousandsHundreds109301,999600055,403.

✓ Correct! Excellent! You correctly combined the expanded form into the standard number, remembering the zero for the Tens place.

✗ Incorrect. Remember to account for all place values, even if a digit is zero, by placing a '0' in that position.

Question 7 of 10

Fill in the blank with the correct word or number.

The number that comes just before 2,000 is — Select —Thousands30Hundreds5,40356000910Tens1,999.

✓ Correct! Correct! 1,999 is the number immediately preceding 2,000.

✗ Incorrect. Think about counting backwards from 2,000. What's the number right before it?

Question 8 of 10

Fill in the blank with the correct word or number.

The value of the digit '6' in 6,789 is — Select —60005,40330Thousands10Hundreds95Tens1,999.

✓ Correct! Excellent! The '6' is in the Thousands place, so its value is 6,000.

✗ Incorrect. Identify the place value of the digit '6' to determine its value.

Question 9 of 10

Fill in the blank with the correct word or number.

The expanded form of 1,234 is 1000 + 200 + — Select —Hundreds59301,9995,4036000Thousands10Tens + 4.

✓ Correct! Perfect! The '3' in 1,234 is in the Tens place, so its value is 30.

✗ Incorrect. What is the value of the digit '3' in 1,234, according to its place value?

Question 10 of 10

Fill in the blank with the correct word or number.

The place value of the digit '2' in 7,123 is — Select —9105,4036000TensHundredsThousands301,9995.

✓ Correct! Correct! The '2' is in the Tens place.

✗ Incorrect. Identify the position of the digit '2' from the right.

Quiz Complete!

You scored: 0 / 10

Numerical Exercise Qs Practice (Set-1)
[MNM-3.1.1.2T NEQs1 FBQs]

Question 1 of 9

Solve the following numerical problems.

Identify the digit in the Tens place in 1,068. — Select —2,941Hundreds6,0353,4072,59120067000

✓ Correct! Correct! The digit '6' is in the Tens place.

✗ Incorrect. Starting from the right, the second digit is in the Tens place.

Question 2 of 9

Solve the following numerical problems.

Write 6,000 + 30 + 5 as a standard number. — Select —2,941Hundreds2003,4076,035670002,591

✓ Correct! Perfect! You correctly formed 6,035.

✗ Incorrect. Don't forget to use a '0' in the Hundreds place if there are no hundreds specified.

Question 3 of 9

Solve the following numerical problems.

What is the standard form of 9 Hundreds, 2 Thousands, 1 One, 4 Tens? — Select —Hundreds20063,4072,94170002,5916,035

✓ Correct! Excellent! Rearranging the values to the correct place gives 2,941.

✗ Incorrect. Be careful to place each value in its correct position. Start with Thousands, then Hundreds, then Tens, then Ones.

Question 4 of 9

Solve the following numerical problems.

What is the place value of 5 in 4,521? — Select —70002,59166,035Hundreds2002,9413,407

✓ Correct! You're correct! The '5' is in the Hundreds place.

✗ Incorrect. Remember to identify the position of the underlined digit from the right.

Question 5 of 9

Solve the following numerical problems.

What is the place value of '1' in 5,183? — Select —Hundreds3,4072,59170002006,0352,9416

✓ Correct! Yes! The '1' is in the Hundreds place.

✗ Incorrect. Count the place values from the right: Ones, Tens, Hundreds…

Question 6 of 9

Solve the following numerical problems.

What is the value of the digit '7' in 7,309? — Select —6,0352007000Hundreds62,9412,5913,407

✓ Correct! Excellent! The '7' is in the Thousands place, so its value is 7,000.

✗ Incorrect. Identify the place value of the digit '7' in 7,309 to find its value.

Question 7 of 9

Solve the following numerical problems.

What number is 2000 + 500 + 90 + 1? — Select —2,9413,4072007000Hundreds2,59166,035

✓ Correct! That's right! Adding these values together gives 2,591.

✗ Incorrect. Combine the place values to form the standard number.

Question 8 of 9

Solve the following numerical problems.

Write 3 Thousands, 4 Hundreds, 0 Tens, 7 Ones in standard form. — Select —62002,5913,40770002,941Hundreds6,035

✓ Correct! Excellent! You correctly formed the number 3,407.

✗ Incorrect. Place each digit in its correct place value position, remembering to use a '0' for missing place values.

Question 9 of 9

Solve the following numerical problems.

In the number 9,215, what is the value of the digit '2'? — Select —70002002,941Hundreds6,03562,5913,407

✓ Correct! That's right! The '2' is in the Hundreds place, so its value is 200.

✗ Incorrect. Determine the place value of the digit '2' in 9,215.

Quiz Complete!

You scored: 0 / 9

Numerical Exercise Qs Practice (Set-2)
[MNM-3.1.1.2T NEQs2 FBQs]

Question 1 of 8

Solve the following numerical problems.

Which number has '8' in the Thousands place: 8,000 or 800? — Select —4,1538,00015005,0803,546238,520

✓ Correct! That's right! 8,000 has '8' in the Thousands place, while 800 has '8' in the Hundreds place.

✗ Incorrect. Identify the Thousands place in each number. A 4-digit number has a Thousands place.

Question 2 of 8

Solve the following numerical problems.

Use digits 2, 8, 0, 5 once to make the largest possible 4-digit number. — Select —18,000233,5464,1538,5205,080500

✓ Correct! Excellent! To make the largest number, place the largest digits in the highest place value positions.

✗ Incorrect. To form the largest number, arrange the given digits from largest to smallest, starting from the Thousands place.

Question 3 of 8

Solve the following numerical problems.

What is 100 more than 4,980? — Select —2314,1535,0805008,0003,5468,520

✓ Correct! Correct! Adding 100 to 4,980 results in 5,080.

✗ Incorrect. Perform the addition: 4,980 + 100. Watch out for regrouping into the Thousands place!

Question 4 of 8

Solve the following numerical problems.

How many tens are there in 5,000? — Select —5,0805003,5468,5208,000234,1531

✓ Correct! That's right! 500 x 10 = 5,000.

✗ Incorrect. Divide 5,000 by 10 to find how many tens are in it.

Question 5 of 8

Solve the following numerical problems.

Which number is greater: 3,456 or 3,546? — Select —8,5205,0803,54615008,000234,153

✓ Correct! That's right! Compare the digits from left to right. The '5' in the Hundreds place of 3,546 is greater than the '4' in 3,456.

✗ Incorrect. Start by comparing the digits in the Thousands place, then Hundreds, then Tens, then Ones.

Question 6 of 8

Solve the following numerical problems.

Take 100 away from 1,250. What is the digit in the Hundreds place now? — Select —5008,520233,5468,0004,1535,0801

✓ Correct! Correct! 1,250 – 100 = 1,150. The digit in the Hundreds place is '1'.

✗ Incorrect. First, subtract 100 from 1,250. Then, identify the digit in the Hundreds place of the new number.

Question 7 of 8

Solve the following numerical problems.

How many hundreds are in 2,300? — Select —14,1535003,5465,0808,520238,000

✓ Correct! Correct! 23 x 100 = 2,300.

✗ Incorrect. Divide 2,300 by 100 to find how many hundreds are in it.

Question 8 of 8

Solve the following numerical problems.

What is 4 Thousands + 15 Tens + 3 Ones in standard form? — Select —5,0808,5205003,5468,0004,153231

✓ Correct! Excellent! 15 Tens is 150, so 4000 + 150 + 3 = 4,153.

✗ Incorrect. First, convert '15 Tens' to its numerical value, then add all the parts.

Quiz Complete!

You scored: 0 / 8