Math, asked by Sakshipmenon830, 10 months ago

Express 22/3 into decimal and state the kind of decimal expression

Answers

Answered by VaibhavSR
11

Answer: 7.3333... which is a recurring decimal.

Step-by-step explanation:

Given: \frac{22}{3}

To find: convert to decimal and identify the type of decimal.

Solution:

\frac{22}{3}=7.33333333....

When we divide we get the above expression and we can see that the decimal is non-terminating or recurring.

In this type of decimal the number after the decimal repeats itself till infinity.

  • Hence, the required answer is 7.333333... which is a recurring decimal.

#SPJ2

Answered by jaseenanoufal2022sl
3

Answer:

The decimal expansion of 22/3 is 7.33333 and it is of non -terminating recurring type.

Step-by-step explanation:

Rational numbers are of two types . The decimal expansion is  1. terminating  and 2. non-terminating recurring.

If the decimal expansion is of non-terminating and non-recurring then is an irrational number.

Given :22/3

To find : the decimal expansion of 22/3

solution :

we use the long division method .

 3 )22  ( 7.333

      21  

        10

          9

          10

           9

             10

              9  

               1

since the decimal expansion of the rational number 22/3 is not terminating, it is said to be of

non-terminating recurring type.

#SPJ2

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