How many zeroes would be added to the original number when it is multiplied by $1000$ ?

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Solution

The correct option is C $3$
Number $\times 1000 =$ Original number with 3 numbers added to the end of the number.
For Example:
$52 \times 1000$ can be written as $52 \times 10 \times 10 \times 10$
$= 520 \times 10 \times 10 = 5200 \times 10 = 52000$ .
Hence, 3 zeroes are added to the end of the number.

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How many zeroes would be added to the original number when it is multiplied by 1000?

The correct option is C 3Number ×1000= Original number with 3 numbers added to the end of the number. For Example: 52×1000 can be written as 52×10×10×10 =520×10×10=5200×10=52000. Hence, 3 zeroes are added to the end of the number.

How many zeroes would be added to the original number when it is multiplied by $1000$ ?