Q. 45.0( 2 Votes )

# Complete the following:

(i) Every point on the number line corresponds to a _____________ numberwhich may be either _____________ or _____________.

(ii) The decimal form of an irrational number is neither _____________ or_____________.

(iii) The decimal representation of the rational number is _____________.

(iv) 0 is _____________ number. [Hint: a rational /an irrational]

Answer :

(i) Every point on the 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 number is

__0.296296âŚ__

(iv) 0 is

__a rational__number. (since it can be represented in the form p/q, 0/q=0)

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PREVIOUSFind three rational numbers lying between 0 and 0.1. Find twenty rational numbers between 0 an 0.1. Give a method to determine any number of rational numbers between 0 and 0.1. NEXTWhich of the following rational numbers have the terminating decimalrepresentation? (i)3/5 (ii)7/20 (iii)2/13 (iv) 27/40 (v)133/125 (vi)23/7 [Making use of the result that a rational number p/q where p and q have nocommon factor(s) will have a terminating representation if and only if theprime factors of q are 2's or 5's or both.

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