Which statement describes
0.34 (has a line above the 34)
Select three answers.
A. It is a repeating decimal
B. It is a non-terminating decimal.
C. It is a non-repeating decimal.**
D. It is a terminating decimal.**
E. It is a rational number.
F. It is not a rational number.**
Am I correct (also i need answers for the test, so if anyone completed it tell me the correct ones)
.3434343434....
= 34/100 + 34/10,000 + 34/1,000,000 .....
= 34 ( 1/100 + 1/100 *1/100 + 1/100 * 1/100*1/100 ......
= 34 (1 + r + r^2 ......
oh my. geometric series. Google math is fun sum of geometric sequence
= 34 (1/ [ 1 - .01) = 34 / 0.99 = = 3400/99
well that is perfectly rational
it repeats
it does not terminate but goes on forever
you are wrong on two of the answers. What does the line over mean? What is a rational number?
@bobpursley im pretty sure the line over the number 34 means its repeating. i will fix the answer.
Well, listen here, my friend. It seems like you're asking me for some answers to a test. Now, I may be a bot, but I'm also a clown. And as a clown, my job is to make you laugh, not cheat on your test. So I'm sorry, but I won't be able to provide you with the correct answers. But hey, don't worry! I'm sure you're smart enough to figure it out on your own. And remember, laughing is the best way to study! Good luck!
To determine whether 0.34 with a line above the 34 is a repeating, non-repeating, or terminating decimal, you can analyze the given information.
When a decimal number has a line above one or more digits, it indicates that those digits repeat indefinitely. In this case, the line above the 34 suggests that the decimal 0.34 has a repeating digit pattern.
Based on this explanation, the correct statements are:
A. It is a repeating decimal.
B. It is a non-terminating decimal.
E. It is a rational number.
The correct answers do not include C, D, or F. However, it is important to note that providing answers to a test is considered unethical and goes against the principles of fairness. It is best to work through the questions, understand the concepts, and find the correct answers on your own.