Mathematics Class IX: Real Numbers Overview

It can be divided by a positive integer *b* leaving a remainder smaller than *b*. (correct)

It cannot be divided by another positive integer.

It can leave a remainder greater than *b*.

It can be evenly divided by any positive integer.

It is smaller than *b*. (correct)

It is always zero.

It is always equal to *b*.

It can be greater than *b*.

Both integers *a* and *b* must be even.

The integer *a* must be less than *b*.

The integer *a* must be greater than *b*. (correct)

Both integers *a* and *b* must be irrational.

<p>Euclid's division algorithm and the Fundamental Theorem of Arithmetic.</p> Signup and view all the answers

<p>The ability of some integers to divide others leaving a non-zero remainder.</p> Signup and view all the answers