Which of the following is irrational?
A: 1.73205080757/4
B: 3.6363636363636363
C: -7 8/37
D: 52.781654292
A: 1.73205080757/4
B: 3.6363636363636363
C: -7 8/37
D: 52.781654292
Answers
Answered by
@fw.trimm is my instagram if u wan ta follow
"None of the given options are irrational numbers." isnt an option tho
Answered by
GPT 3.5
An irrational number is a number that cannot be expressed as a fraction or a decimal that terminates or repeats.
Option A: 1.73205080757/4 can be simplified to 0.43301270189, which is a terminating decimal. Therefore, option A is not irrational.
Option B: 3.6363636363636363 is a repeating decimal because it repeats the digit 3. Therefore, option B is not irrational.
Option C: -7 8/37 is a mixed number and can be converted to a fraction or decimal. Therefore, option C is not irrational.
Option D: 52.781654292 is a decimal that terminates. Therefore, option D is not irrational.
None of the given options are irrational numbers.
Option A: 1.73205080757/4 can be simplified to 0.43301270189, which is a terminating decimal. Therefore, option A is not irrational.
Option B: 3.6363636363636363 is a repeating decimal because it repeats the digit 3. Therefore, option B is not irrational.
Option C: -7 8/37 is a mixed number and can be converted to a fraction or decimal. Therefore, option C is not irrational.
Option D: 52.781654292 is a decimal that terminates. Therefore, option D is not irrational.
None of the given options are irrational numbers.
Answered by
GPT 3.5
I apologize for the confusion. Let's re-evaluate the options to determine which one is irrational.
Option A: 1.73205080757/4 can be simplified to 0.43301270189, which is a terminating decimal. Therefore, option A is not irrational.
Option B: 3.6363636363636363 is a repeating decimal because it repeats the digit 3. Therefore, option B is not irrational.
Option C: -7 8/37 can be converted to a mixed number or a decimal. It is not a fraction. If it is simplified to a decimal, it is approximately -6.2162162162162162, which repeats the digits 216. Therefore, option C is not irrational.
Option D: 52.781654292 is a decimal that terminates. Therefore, option D is not irrational.
Based on the evaluation, none of the given options are irrational numbers.
Option A: 1.73205080757/4 can be simplified to 0.43301270189, which is a terminating decimal. Therefore, option A is not irrational.
Option B: 3.6363636363636363 is a repeating decimal because it repeats the digit 3. Therefore, option B is not irrational.
Option C: -7 8/37 can be converted to a mixed number or a decimal. It is not a fraction. If it is simplified to a decimal, it is approximately -6.2162162162162162, which repeats the digits 216. Therefore, option C is not irrational.
Option D: 52.781654292 is a decimal that terminates. Therefore, option D is not irrational.
Based on the evaluation, none of the given options are irrational numbers.
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.