Question

Select all the correct answers. Which equations represent functions?

Answer 1

Hello.

Functions are a relationship between two variables such that for every value of x there is one value of y. The easiest way to see if a given equation is a function is by graphing it.

I will post photos of each graph (in order).

So therefore, the equations that represent functions are A and D.

Answer 2

Answer:

option A  and D

Step-by-step explanation:

Select the equation that represent function.

A relation is a function that relates the variables x  and y that is input and output.

A relation is a function that satisfies vertical line test.

x= some number is a vertical line that is not a function.

y= some number is a horizontal line that passes vertical line test, so it is a function.

a.$2x + 3y = 10$ is a linear equation. It is a function.

b.$4x = 16$ . It is a vertical line, so it is not a function.

c.$2x − 3 = 14$ It is a vertical line, so it is not a function.

d.$3y = 18$ It is a horizontal  line, so it is a function.

e.$14.6 = 2x$ It is a vertical line, so it is not a function.