Asked by samatha
Which of the following equations have exactly one solution?
Choose all answers that apply:
Choose all answers that apply:
(Choice A)
A
52x+52=52x-7852x+52=52x−7852, x, plus, 52, equals, 52, x, minus, 78
(Choice B)
B
-78x+52=-52x-78−78x+52=−52x−78minus, 78, x, plus, 52, equals, minus, 52, 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
58x+52=78x-7858x+52=78x−78
Choose all answers that apply:
Choose all answers that apply:
(Choice A)
A
52x+52=52x-7852x+52=52x−7852, x, plus, 52, equals, 52, x, minus, 78
(Choice B)
B
-78x+52=-52x-78−78x+52=−52x−78minus, 78, x, plus, 52, equals, minus, 52, 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
58x+52=78x-7858x+52=78x−78
Answers
Answered by
oobleck
why do you duplicate everything? And then do it again in words!? Very annoying!
First step, simplify the equation. For example,
52x+52=52x-78
52 = -78
Nope, no solutions there
Do the others. If your equation reduces to something that is false, there are no solutions. If it turns out always true, then there are infinitely many solutions.
Come back if you get stuck.
First step, simplify the equation. For example,
52x+52=52x-78
52 = -78
Nope, no solutions there
Do the others. If your equation reduces to something that is false, there are no solutions. If it turns out always true, then there are infinitely many solutions.
Come back if you get stuck.
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