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55.003xx54.998+5.001=?...

`55.003xx54.998+5.001=?`

A

3500

B

3630

C

2540

D

3030

Text Solution

AI Generated Solution

The correct Answer is:
To solve the equation \( 55.003 \times 54.998 + 5.001 \), we will approximate the numbers to make the calculations easier. ### Step-by-Step Solution: 1. **Approximate the Numbers**: - The first number is \( 55.003 \). We can approximate this to \( 55 \) since \( 55.003 \) is very close to \( 55 \). - The second number is \( 54.998 \). We can approximate this to \( 55 \) as well, since \( 54.998 \) is also very close to \( 55 \). - The third number is \( 5.001 \). We can approximate this to \( 5 \). 2. **Rewrite the Equation**: - Now, we can rewrite the equation using the approximated values: \[ 55 \times 55 + 5 \] 3. **Calculate the Product**: - Calculate \( 55 \times 55 \): \[ 55 \times 55 = 3025 \] 4. **Add the Approximated Value**: - Now, add \( 5 \) to \( 3025 \): \[ 3025 + 5 = 3030 \] 5. **Final Result**: - Therefore, the final result of the equation \( 55.003 \times 54.998 + 5.001 \) is approximately \( 3030 \). ### Conclusion: The approximate value of \( 55.003 \times 54.998 + 5.001 \) is \( 3030 \).

To solve the equation \( 55.003 \times 54.998 + 5.001 \), we will approximate the numbers to make the calculations easier. ### Step-by-Step Solution: 1. **Approximate the Numbers**: - The first number is \( 55.003 \). We can approximate this to \( 55 \) since \( 55.003 \) is very close to \( 55 \). - The second number is \( 54.998 \). We can approximate this to \( 55 \) as well, since \( 54.998 \) is also very close to \( 55 \). - The third number is \( 5.001 \). We can approximate this to \( 5 \). ...
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