Asked by Enderman0810
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)
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)
Answers
Answered by
Anonymous
.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
= 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
Answered by
bobpursley
you are wrong on two of the answers. What does the line over mean? What is a rational number?
Answered by
Enderman0810
@bobpursley im pretty sure the line over the number 34 means its repeating. i will fix the answer.
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