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All questions of Multiplication for Year 4 Exam

What is the product of 4000×150
  • a)
    7,00,000 
  • b)
    4,00,000
  • c)
    3,00,000
  • d)
    6,00,000
Correct answer is option 'D'. Can you explain this answer?

Pranavi Desai answered
Calculation of 4000 x 150:
To find the product of 4000 and 150, we simply multiply the two numbers together.

Steps:
- Start by multiplying the rightmost digit of the second number (150) with the first number (4000).
- Then, move on to the next digit of the second number and multiply it with the first number.
- Continue this process until all digits of the second number have been multiplied with the first number.

Calculation:
- 4000
x 150
--------
- 0000 (4000 x 0)
- 4000 (4000 x 5)
+12000 (4000 x 1, shifted one place to the left)
--------
- 600000
Therefore, the product of 4000 and 150 is 600,000. So, the correct answer is option 'D' which is 7,00,000 (600,000 is equivalent to 6,00,000 in the Indian numbering system).

Complete each sentence 41×2 = 2×
  • a)
    41
  • b)
    51
  • c)
    2
  • d)
    3
Correct answer is option 'A'. Can you explain this answer?

Anmol Jain answered
Explanation:

Understanding the Equation:
- The equation given is 41×2 = 2×.
- To solve this equation, we need to compute both sides separately.

Calculating 41×2:
- 41×2 equals 82.

Calculating 2×:
- Since there is no number after the second multiplication sign, we assume it is incomplete.

Comparing the Results:
- When we compare the results of 41×2 and 2×, we see that they do not match.
- The correct answer should be the number that equals 41×2.
Therefore, the correct completion of the sentence is option 'A', which is 41. This is because when we solve 41×2, we get the result of 82, not 2. Hence, the correct completion is 41.

Find the correct option 569×48
  • a)
    27312
  • b)
    24312
  • c)
    25312
  • d)
    26312
Correct answer is option 'A'. Can you explain this answer?

Rahul Menon answered
Understanding the Problem
To solve the multiplication problem \( 569 \times 48 \), we can break it down into simpler steps.
Step 1: Breakdown of Multiplication
We can express 48 as \( 40 + 8 \). This allows us to use the distributive property for easier calculations.
Step 2: Calculate Each Part
- Calculating \( 569 \times 40 \):
- \( 569 \times 40 = 569 \times (4 \times 10) \)
- First, calculate \( 569 \times 4 \):
- \( 569 \times 4 = 2276 \)
- Now multiply by 10:
- \( 2276 \times 10 = 22760 \)
- Calculating \( 569 \times 8 \):
- \( 569 \times 8 = 4552 \)
Step 3: Add the Results
Now, add the two results from above:
- \( 22760 + 4552 = 27312 \)
Final Result
Thus, \( 569 \times 48 = 27312 \), which corresponds to option (a) 27312.
Verification
You can also verify this calculation using a calculator or performing long multiplication to ensure accuracy.
In conclusion, the correct answer is indeed option 'A': 27312.

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