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Answer 1

Answer:

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(I) Every point on a number line corresponds to a real number which may be either rational or irrational .

(II) The decimal form of an irrational number is neither recurring or terminating .

(III) The decimal representation of the rational no.

$\bf\frac{8}{27} \: is \: \underline{0.296 }$

(IV) 0 is a rational number. [ Hint: rational/irrational]

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Answer 2

●Solution:-

(I) Every point on a number line corresponds to a real number which may be either rational or irrational.

(II) The decimal form of an irrational number is neither recurring or terminating.

(III) The decimal representation of the rational no. 8/27 is 0.296

(IV) 0 is a rational number. [ Hint: rational/irrational]

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