To solve the question \( 2.4 \times 1000 \), we can follow these steps:
### Step-by-Step Solution:
1. **Identify the Decimal Places**:
- The number \( 2.4 \) has 1 decimal place.
2. **Convert the Decimal to a Whole Number**:
- To eliminate the decimal, we can express \( 2.4 \) as a fraction:
\[
2.4 = \frac{24}{10}
\]
3. **Multiply by 1000**:
- Now, we multiply \( \frac{24}{10} \) by \( 1000 \):
\[
\frac{24}{10} \times 1000 = \frac{24 \times 1000}{10}
\]
4. **Simplify the Expression**:
- We can simplify \( \frac{24 \times 1000}{10} \):
\[
= \frac{24000}{10} = 2400
\]
5. **Final Answer**:
- Therefore, \( 2.4 \times 1000 = 2400 \).
### Final Answer:
\[
2.4 \times 1000 = 2400
\]
Topper's Solved these Questions
FRACTIONS AND DECIMALS
NCERT EXEMPLAR|Exercise THINK AND DISCUSS |9 Videos
FRACTIONS AND DECIMALS
NCERT EXEMPLAR|Exercise EXERCISE |122 Videos
EXPONENTS AND POWERS
NCERT EXEMPLAR|Exercise EXERCISE|136 Videos
INTEGERS
NCERT EXEMPLAR|Exercise VOCOBULARY|5 Videos
Similar Questions
Explore conceptually related problems
25.4 xx 1000 = _______
15.828xx 1000
2.3458xx1000=234.58
82546 = 8 xx 1000 + 2 xx 1000 + 5 xx 100 + 4 xx 10 + 6
Find the product: Q (i) 67.24 xx 10 (ii) 4.956 xx 100 (iii) 2.3748 xx 1000
56.001 xx ? - 1000.999 = 231
12+2/10+4/1000=
34+2/10+4/1000=
Write the corresponding numeral for each of the following: a. 7 \xx\ 10000+2\xx\ 1000+5\xx\ 100+9\xx\ 10+6\xx\ 1 b. 4\xx\ 100000+5\xx\ 1000+1\xx\ 100+7\xx\ 1 c. 8\xx\ 1000000+3\xx\ 1000+6\xx\ 1 d. 5\xx\ 10000000+7\xx\ 1000000+8\xx\ 1000+9\xx\ 10+4
The value of 4 xx 100 + 3 xx 10 + 9/1000 is:
NCERT EXEMPLAR-FRACTIONS AND DECIMALS-EXERCISE (FIND THE ERROR)