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investigate and explain the different types of solutions.
Question 1: Examine the six different equations that follow. Determine which pairs of equations have one solution, no solution, and 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)
Question 1: Examine the six different equations that follow. Determine which pairs of equations have one solution, no solution, and 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)
Answers
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what do you notice about equations that are in each of these categories? use complete sentences to answer the questions that follow.
Answered by
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consider the two equations: 7x + 3= 7x + 3 and 3(4x + 8)= 4(3x + 6). solve the equations
Answered by
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what doses it mean to have infinite solutions?
Answered by
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consider the two equations: 3x + 3= 2x + 7 and 5x + 5= 5x + 4. solve the equations
Answered by
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what does it mean to have no solutions?
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