What is the standard form of the number 2x1 + 4x1/10 + 9x 1/1,000.
2x1 + 4x1/10 + 9x 1/1,000 =
2x + .4x + .009x
Thank you
You're welcome.
To find the standard form of the number 2x1 + 4x1/10 + 9x 1/1,000, we need to simplify the expression and combine like terms.
Let's first simplify each term separately:
- 2x1 remains the same because there are no like terms to combine.
- 4x1/10 can be simplified by multiplying 4 by 1/10, which gives us 4/10 or 2/5.
- 9x1/1,000 can be simplified by multiplying 9 by 1/1,000, which gives us 9/1,000.
Now, let's combine the simplified terms:
2x1 + 2/5 + 9/1,000
To combine the terms, we need to find a common denominator for 2/5 and 9/1,000. The common denominator will be 1,000 since both fractions can be converted to have the same denominator.
Converting 2/5 to have a denominator of 1,000: (2/5) * (200/200) = 400/1,000
Converting 9/1,000 to have a denominator of 1,000: (9/1,000) * (1/1) = 9/1,000
Now that we have a common denominator, we can add the fractions:
2x1 + 400/1,000 + 9/1,000
Combining the fractions gives us:
2x1 + 409/1,000
Therefore, the standard form of the number 2x1 + 4x1/10 + 9x 1/1,000 is 2x1 + 409/1,000.