Answer:
3) 2
 + 3x - 1
 + 3x - 1
Explanation:
A quadratic expression is an expression involving a squared term
It can be written as y = a
 + bx + c, where a ≠ 0
 + bx + c, where a ≠ 0
// note that here b and c can be equal to 0
1) 6
 - 5
 - 5
 + 3
 + 3
 - 7x - 8 is simply incorrect because you can't write in the previously mentioned form. It is a quartic function, since the unknown variable x in forth degree. It can be written as y = a
 - 7x - 8 is simply incorrect because you can't write in the previously mentioned form. It is a quartic function, since the unknown variable x in forth degree. It can be written as y = a
 +b
 +b
 +c
 +c
 + dx + e, where a before
 + dx + e, where a before 
 ≠ 0
 ≠ 0
2) 5
 + 3
 + 3
 - 7x - 8 is simply incorrect because you can't write in the previously mentioned form. It is a cubic function, since the unknown variable x in third degree.
 - 7x - 8 is simply incorrect because you can't write in the previously mentioned form. It is a cubic function, since the unknown variable x in third degree.
3) 2
 + 3x - 1 is correct
 + 3x - 1 is correct
4) 3x - 1 is incorrect because there is no squared term. You could also say that here a = 0 and write it as y = 0 * 
 + 3x - 1. It is also called a linear function because if you'd draw a graph, it would be a line
 + 3x - 1. It is also called a linear function because if you'd draw a graph, it would be a line