The correct option is B.{}, {lime}, {pear}, {starfruit}, {lime, pear},
{lime, starfruit}, {pear, starfruit},{lime, pear, starfruit}
STEP - BY - STEP EXPLANATION
What to find?
All subset of a given set.
Given:
{lime, pear, starfruit}
First, we need to not given any set of element n.
The number of subset = 2^n
From the given set, n=3
The number of subset we should have is 2^3 = 8
Now the subsets are:
{}
{lime}
{pear}
{starfruit}
{lime, pear}
{lime, pear}
{pear, starfruit}
{lime, pear, starfruit}
The above are 8 in number, hence the subsets of the given sets.
Therefore, the correct option is . B.{}, {lime}, {pear}, {starfruit}, {lime, pear},
{lime, starfruit}, {pear, starfruit},{lime, pear, starfruit}