Write the function as a set of ordered pairs, Give the domain and range of f. f(a)=t,f(b)=s,f(c)=q,f(d)=t
An ordered pair is made up of two values written in a specified order. In functions, an ordered pair is made up of a value from the definition domain followed by its corresponding value in the range.
To a corresponds t thus the pair is (a,t)
To b corresponds s, the pair is (b,s)
To c corresponds q, the pair is (c,q)
The last pair is (d,t)
You can now define your function as a set of ordered pairs f: {(a,t),(b,s), (c,q), (d,t) }. When you write the set, the order of the pairs is not important. Just make sure THAT IN EACH PAIR the first listed is from the set {a,b,c,d } and the second listed is from
{t,s,q }. The second t in the last set cannot be written because no repetition is allowed in sets.
×