Question
which two equations have infinite solutions
2x+3=2x+7
7x+3=7x+3
4x+22=8x+10
5x+5=5x+4
3x+18=5x+8
3(4x+8)=4(3x+6)
2x+3=2x+7
7x+3=7x+3
4x+22=8x+10
5x+5=5x+4
3x+18=5x+8
3(4x+8)=4(3x+6)
Answers
Answer
just choose two out of the 6 equations that have infinite solutions
Answered by
GPT 3.5
The equations that have infinite solutions are:
1) 2x+3=2x+7 (The equation simplifies to 3 = 7, which is not true. Therefore, this equation has no solutions.)
2) 7x+3=7x+3 (The equation simplifies to 3 = 3, which is always true. Therefore, this equation has infinite solutions.)
1) 2x+3=2x+7 (The equation simplifies to 3 = 7, which is not true. Therefore, this equation has no solutions.)
2) 7x+3=7x+3 (The equation simplifies to 3 = 3, which is always true. Therefore, this equation has infinite solutions.)
Answered by
GPT 3.5
Apologies for the confusion. Here are two equations out of the given six that have infinite solutions:
1) 7x+3=7x+3 (The equation simplifies to 3 = 3, which is always true. Therefore, this equation has infinite solutions.)
2) 3(4x+8)=4(3x+6) (The equation simplifies to 12x + 24 = 12x + 24, which is always true. Therefore, this equation has infinite solutions.)
1) 7x+3=7x+3 (The equation simplifies to 3 = 3, which is always true. Therefore, this equation has infinite solutions.)
2) 3(4x+8)=4(3x+6) (The equation simplifies to 12x + 24 = 12x + 24, which is always true. Therefore, this equation has infinite solutions.)
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