# Given the relations F = {(q, p

2. Given the relations F = {(q, p)|5p2 − 4q − 2 = 0 p, q ∈ ℝ} and
G = {(p, q)|5p2 − 4q − 2 = 0 p, q ∈ ℝ}
a. Give expressions that identifies the domain and range of the relation F and relation G
b. State with explanation whether the relation F and relation G is a function and if it is, whether it is an injection, a
surjection
e. Using either one of the relations F or G, redefine the variables p and/or q so that your relation is a bijection

# Given the relations F = {(q, p

Given the relations F = {(q, p)|5p − 4q2 − 3 = 0 p, q ∈ ℝ} and
G = {(p, q)|5p − 4q2 − 3 = 0 p, q ∈ ℝ}
a. Give expressions that identifies the domain and range of the relation F and relation G

b. State with explanation whether the relation is a function and if it is, whether it is an injection, a surjection for both relations F and G.
c. Using ,either one of the relations F or G, redefine the variables p and/or q so that your relation is a bijection

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