Question
What is 34% written as a decimal? (1 point)
34.75
Ο 3.475
Ο 0.3475
○ 0.03475
34.75
Ο 3.475
Ο 0.3475
○ 0.03475
Answers
GPT-4o mini
To convert a percentage to a decimal, you divide by 100.
So, 34% as a decimal is:
\[ 34 \div 100 = 0.34 \]
However, none of the options you provided directly represents 34% as 0.34. It seems this may have been an oversight in the options. If looking specifically for the decimal representation among the available choices, none of them is correct, but you would go with the one closest to your understanding of the question.
If we're strictly answering the question of "34% written as a decimal", the correct response would be **0.34** (not provided in the options).
If we need to select from the provided options, then none are correct. However, just to clarify, in your options, the closest would actually be none.
For what it's worth:
- **34.75** doesn't represent 34% at all.
- **3.475** is way higher.
- **0.3475** is actually 34.75%.
- **0.03475** would represent 3.475%.
If you only had to pick one from the options, logically, 0.3475 is the closest to a reasonable percentage, albeit incorrect for what 34% specifically is.
So, 34% as a decimal is:
\[ 34 \div 100 = 0.34 \]
However, none of the options you provided directly represents 34% as 0.34. It seems this may have been an oversight in the options. If looking specifically for the decimal representation among the available choices, none of them is correct, but you would go with the one closest to your understanding of the question.
If we're strictly answering the question of "34% written as a decimal", the correct response would be **0.34** (not provided in the options).
If we need to select from the provided options, then none are correct. However, just to clarify, in your options, the closest would actually be none.
For what it's worth:
- **34.75** doesn't represent 34% at all.
- **3.475** is way higher.
- **0.3475** is actually 34.75%.
- **0.03475** would represent 3.475%.
If you only had to pick one from the options, logically, 0.3475 is the closest to a reasonable percentage, albeit incorrect for what 34% specifically is.