Question

communicate the following in decimal form and write their period and periodicity 17/6​

Answer 1

$\underline{\pink{ Period :}}$

The set of digits which repeats in non-terminating recurring decimal is called period.

$\underline{\blue{ Periodicity:}}$

The number of digits in a period of non-terminating recurring decimal is called Periodicity.

$Given \: number \: \frac{17}{6}$

6 | 17 | 2.8333

****12

_______

*****50

*****48

________

*******20

******* 18

________

********20

********18

________

*******2

$\frac{17}{6} \\= 2.83333\ldots \\= 2.8\bar{3}$

$\red{ Period \: of \: 2.8\overline{3}} \green { = 3}$

$\red{ Periodicity \: of \: 2.8\overline{3}} \green { = 1}$

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Answer 2

Answer:

2.833

Step-by-step explanation: