Which of the following equations have exactly one solution?

Question

Choose all answers that apply:
Choose all answers that apply:

(Choice A)
A
-78x+52=-52x-78−78x+52=−52x−78minus, 78, x, plus, 52, equals, minus, 52, x, minus, 78

(Choice B)
B
58x+52=78x-7858x+52=78x−7858, x, plus, 52, equals, 78, x, minus, 78

(Choice C)
C
58x+52=-78x-7858x+52=−78x−7858, x, plus, 52, equals, minus, 78, x, minus, 78

(Choice D)
D
52x+52=52x-7852x+52=52x−78

Answer 1

your post is gibberish. words stuck into the math, math repeated ad nauseum.

A appears to be
-78x+52=-52x-78
which is equivalent to
-78x + 52x = -78 - 52
-26x = -130
so there is a solution.

If you simplify each choice and wind up with something which is true for all x, such as 24 = 24 then there are infinitely many choices

if you wind up with something that is clearly false, such as 24 = -10 then there is no solution.

So, if you still need help, just type your equations so they make sense (ONE TIME ONLY) and then maybe we can get somewhere.

Remember: It's not my job to figure out what you mean.
It's your job to say it so clearly you cannot be misunderstood.

you have failed dismally in that regard.