Question

The correct way to represent the equations is as follows:

(A) 14x−23=14x−23

(B) −23x−14=14x−23

(C) 14x+23=14x−23

(D) −14x+23=14x−23

Answer 1

The correct way to represent the equations is D. A and B. Both equations have the variables raised to the power of 1 and are not present in any other terms or expressions.

Step-by-step explanation:

The correct way to represent the equations is as follows:
(A) 14x−23=14x−23
(B) −23x−14=14x−23
(C) 14x+23=14x−23
(D) −14x+23=14x−23

To determine which of the equations are linear, we need to identify if the variables (x and y) are raised to any power other than 1 and if they are present in any other terms or expressions. A linear equation is in the form y = mx + b, where m is the slope and b is the y-intercept.

Looking at the given equations, we can see that the correct answer is D. A and B. Both equations have the variables raised to the power of 1 and are not present in any other terms or expressions.