Question

study the linear functions graphed to complete each statement.
consider the two lines represented by the functions ( f(x)=2x ) and ( g(x)=2x - 10 ). to determine where the two lines intersect, you can set bo
functions equal to each other and solve.

( 2x = 2x - 10 )

( 2x-square=-10 )

( 0=square )

the equation ( 2x = 2x - 10 ) is not a true statement for any value of ( x ). th
means that the two lines described by the functions ( f(x)=2x ) and ( g(x)=2x - 10 ) do not have an intersection point, so they are parallel.

Explanation:

Step1: Subtract \(2x\) from both sides

\(2x-2x = 2x - 10-2x\)

Step2: Simplify the equation

\(0=-10\)

Answer:

The first blank is \(2x\), the second blank is \(- 10\)