which of the following equations have infinitely many solutions?\nchoose all answers that apply:\na $-19x…

which of the following equations have infinitely many solutions?\nchoose all answers that apply:\na $-19x - 19 = -19x - 19$\nb $-19x + 91 = -19x + 91$\nc $-19x - 19 = -19x + 19$\nd $-19x - 38 = -19x - 38$

which of the following equations have infinitely many solutions?\nchoose all answers that apply:\na $-19x - 19 = -19x - 19$\nb $-19x + 91 = -19x + 91$\nc $-19x - 19 = -19x + 19$\nd $-19x - 38 = -19x - 38$

Answer

Explanation:

Step1: Analyze equation A

For the equation (-19x - 19=-19x - 19), add (19x) to both sides. (-19x+19x - 19=-19x+19x - 19) (- 19=-19). This is a True statement for all (x) values.

Step2: Analyze equation B

For the equation (-19x + 91=-19x + 91), add (19x) to both sides. (-19x+19x + 91=-19x+19x + 91) (91 = 91). This is a True statement for all (x) values.

Step3: Analyze equation C

For the equation (-19x - 19=-19x + 19), add (19x) to both sides. (-19x+19x - 19=-19x+19x + 19) (-19 = 19). This is a False statement.

Step4: Analyze equation D

For the equation (-19x - 38=-19x - 38), add (19x) to both sides. (-19x+19x - 38=-19x+19x - 38) (-38=-38). This is a True statement for all (x) values.

Answer:

A. (-19x - 19=-19x - 19), B. (-19x + 91=-19x + 91), D. (-19x - 38=-19x - 38)