$\sqrt{289} + 1$ is ............

  • A
    an irrational
  • B
    a rational but not integer
  • C
    an integer
  • D
    non-recurring decimal

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Similar Questions

Prove that the following number is irrational: $5+\sqrt{3}$.

Show that the square of an odd positive integer can be of the form $6q + 1$ or $6q + 3$ for some integer $q$.

If $\text{g.c.d.} (a, b) = b$,then $\text{l.c.m.} (a, b) = \dots$ (where,$a, b \in N$)

$2.031 \overline{2}$ is ............

$\sqrt{7+2 \sqrt{5}} = \dots$

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