use the relation above [ left.R_{2}={(a, a),(a, b),(a, c),(a, d),(a, e),(b, b),(c, c),(c, d),(c, e),(d, b),(d, d),(e, e)) ight} ] 3. Note the partial order

use the relation above \[ \left.R_{2}=\{(a, a),(a, b),(a, c),(a, d),(a, e),(b, b),(c, c),(c, d),(c, e),(d, b),(d, d),(e, e))\right\} \] 3. Note the partial order you find in Question 2 as \( R_{p} \). Let's say the poset is 1 answer