There are 8 subsets here. We have the original set {dog, cat, fish} which we can list the items in any order we want.
Then we have the set of items where we only pick two pets {dog, cat} {dog, fish} {cat, fish} the order for any given set does not matter
Then we have the set of just one pet only {dog} {cat} {fish}
And finally, we have the empty set { } which is just curly braces with nothing inside.
In summary, we have these 8 subsets {dog, cat, fish} {dog, cat}, {dog, fish}, {cat, fish} {dog}, {cat}, {fish} { }
Note how this is equal to 2^n = 2^3 = 8. The n = 3 indicates how many items are in the original set. The set of all possible subsets is known as the power set.
-2=-x+x square-4 firstly regroup the equation x square-2x+x-2=0 x square-x-2=0 multiply the first term by the last term.(I.e x square multiply by -2=-2x square) product of factor = -2x 1 sum of factor= -2x+1(x)= -1 x square -2x+x-2=0 open the bracket: x(x-2)+1(x-2)=0 x=1 or x=-2 Therefore; x=-1 or x=2