Math, asked by sharad11111, 1 year ago

Two irrational numbers between 4.56 terminating and 5.1 terminating

Answers

Answered by TPS

Irrational numbers are non-terminating and non-repeating.

Two irrational numbers between 4.56 and 5.1 are:

4.56056005600056...
4.59159115911159111159...
5.01001000100001...
5.091009100091000091...
4.58558555855558...

sharad11111: But how did u find this?

sharad11111: Plz solve it step by step

TPS: There is nothing to solve.. you just have to make sure it doesn't terminate and it shouldn't repeat

TPS: For example, in the first one, after decimal, i have kept 56 constant and increasing the number of zeroes each time

TPS: 56 then one 0.... Then 56 and two 0... Then 56 and three 0... And so on

sharad11111: Ohh tysm for telling me

TPS: Never forget to add three dots at the end. That means for non-terminating

TPS: You are welcome:)

sharad11111: Tysm again

Answered by ahmadfardeen571

Answer:

Two irrational numbers between 4.56 and 5.1 are:

(i) 4.56056005600056...

(ii) 4.58558555855558...

Step-by-step explanation:

The set of real numbers known as irrational numbers are those that cannot be stated as a fraction, p/q, where p and q are integers. ( $q\neq 0$ ). The denominator is not equal to zero. Additionally, an irrational number's decimal expansion neither repeats nor terminates.

The term "decimal representation of irrational numbers" refers to the use of decimal numbers to convey the irrational number's most precise value. Non-terminating decimals with non-repeating digits are used to represent irrational numbers. Although the decimal representation comprises an endless number of digits, non-terminating, non-repeating decimal expansion means that there is no pattern to it.

Two irrational numbers between 4.56 and 5.1 are:

4.56056005600056...

4.58558555855558...

#SPJ2

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