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MNM-3.1.2.2T Skip counting by 50s, 100s and 1000s

[TESTS]

Multiple Choice Qs Practice
[MNM-3.1.2.2T MCQs MCQs]
Question 1 of 10

Choose the correct option.

How many times do you skip count by 100 to go from 100 to 500?




✓ Correct! That's correct! 100 (start) -> 200 (1st) -> 300 (2nd) -> 400 (3rd) -> 500 (4th). So, '4' skips.
✗ Incorrect. Let's count it out: From 100 to 200 is one skip, 200 to 300 is another, and so on, until you reach 500. How many skips did you make?
True or False Qs Practice
[MNM-3.1.2.2T TFQs TFQs]
Question 1 of 10

State whether the following statement is True or False.

All numbers that are a result of skip counting by 1000s must also be a result of skip counting by 100s.


✓ Correct! Correct! Since 1000 is a multiple of 100, any multiple of 1000 is also a multiple of 100.
✗ Incorrect. This statement is 'True'. If a number is a multiple of 1000, it can always be reached by counting by 100s (e.g., 1000 is 10 x 100).
True or False with Reason Qs Practice
[MNM-3.1.2.2T TFQRs MCQs]
Question 1 of 10

Read the statement and its reason, then choose the correct combination.

Statement: Any number that ends in '0' can be part of a skip counting by 50s sequence. Reason: All numbers in a 50s sequence end in '0'.




✓ Correct! Correct! The statement is false because numbers like 10 or 20 end in '0' but are not part of a 50s sequence. The reason is also incorrect because 50s sequences can end in '0' 'or' '5'.
✗ Incorrect. This one's tricky! Think about numbers like '10' or '20'. They end in '0' but are not multiples of 50. Also, 50s sequences can end in '5' (e.g., 150, 250). So both the statement and the reason are incorrect.
Matching Question Practices
[MNM-3.1.2.2T MQs MQs]

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

Skip counting by 1000s
Skip counting by 100s
Skip counting by 100s
Often from skip counting by 50s
Skip counting by 1000s
Skip counting by 50s
Skip counting by 50s
Skip counting by 50s
Often from skip counting by 1000s
Often from skip counting by 100s
Numbers ending in '000'
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6000, 7000, 8000
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300, 350, 400, 450
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2000, 3000, 4000
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450, 500, 550
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Numbers ending in '0' or '5'
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700, 800, 900
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Numbers ending in '00'
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1200, 1300, 1400
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50, 100, 150
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✓ Perfect Match! All pairings are correct.
✗ Incorrect Pairings. Check review answers.
Fill Blank Qs Practices
[MNM-3.1.2.2T FBQs FBQs]
Question 1 of 10

Fill in the blank with the correct number or word.

Starting from 0, the third number when skip counting by 100s is — Select —7000350300100sthousandssubtractpatternshundredsquickly5.

✓ Correct! That's right! 100, 200, 300.
✗ Incorrect. Count the skips: 1st is 100, 2nd is 200. What's the 3rd?
Numerical Exercise Qs Practices (Set-1)
[MNM-3.1.2.2T NEQs1 FBQs]
Question 1 of 10

Complete the sequence by finding the next two numbers.

2000, 3000, 4000, — Select —55080010000400070060060009005000150400900016001500, — Select —15050006004000400100001600700550150080090090006000

✓ Correct! You've got it! This is skip counting by 1000s. 4000 + 1000 = 5000, and 5000 + 1000 = 6000.
✗ Incorrect. Identify the skip count value between 3000 and 4000. Then apply that twice.
Numerical Exercise Qs Practices (Set-2)
[MNM-3.1.2.2T NEQs2 FBQs]
Question 1 of 10

Find the missing number in the sequence.

7000, ___, 9000, 10000 — Select —52503005009008000630007

✓ Correct! That's right! This is skip counting by 1000s. 7000 + 1000 = 8000.
✗ Incorrect. The skip count is 1000. Add 1000 to 7000 to find the missing number.
Numerical Exercise Qs Practices (Set-3)
[MNM-3.1.2.2T NEQs3 FBQs]
Question 1 of 10

Start and skip count.

Start at 5000. Skip count by 500s two times. What number do you land on? — Select —6000130050070001400100080002009502505300

✓ Correct! This question requires recognizing 500 is a multiple of 50. 5000 + 500 + 500 = 6000.
✗ Incorrect. Although not specifically 50, 100, 1000, this tests the concept. Add 500 to 5000, then add another 500 to the result.