Let the relation R be defined on N by aRb iff 2a + 3b = 30.

Question:

Let the relation $R$ be defined on $\mathbf{N}$ by $a R b$ iff $2 a+3 b=30$. Then write $R$ as a set of ordered pairs.

Solution:

As, $R=\{(a, b): 2 a+3 b=30 ; a, b \in \mathbf{N}\}$

So, $R=\{(3,8),(6,6),(9,4),(12,2)\}$

Leave a comment