A terminating decimal number cannot be expressed in the form of pq.
If 1.666666...... is a rational number and can be expressed in pq form, then p + q is
1.666666...... is a rational number and can be expressed in pq form where p and q are integers. Then the value of p+q is
Let x be a rational number whose simplest form is expressed as pq, where p and q are co-prime integers and q≠0 and also, x is a terminating decimal, then q can be expressed in the form of _____________ (where m and n are non-negative integers).
The numbers which have a non-terminating and non-repeating decimal expansion and cannot be represented in the form of pq ( q is not equal to '0') are known as ___ numbers.