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Mathematics, 17.06.2020 02:57 haydjanggg6578

Submit Use the quadratic equation x2βˆ’2xβˆ’3=0 to answer the questions. A: What are the solutions to the quadratic equation? B: Which statements accurately interpret the solutions? Select one answer for question A, and select two answers for question B. B: Since the solutions are x=1 or x=βˆ’3, the factors of the quadratic expression x2βˆ’2xβˆ’3 are (xβˆ’1) and (x+3). B: Since the quadratic equation has two real solutions, the graph of the quadratic equation intercepts the x-axis at (βˆ’3,0) and (1,0). B: Since the quadratic equation has two real solutions, the graph of the quadratic equation intercepts the x-axis at (βˆ’1,0) and (3,0). A: x=1 or x=βˆ’3 A: x=1 or x=3 B: Since the solutions are x=1 or x=βˆ’3, the factors of the quadratic expression x2βˆ’2xβˆ’3 are (xβˆ’1) and (x+3). B: Since the quadratic equation has two real solutions, the graph of the quadratic equation intercepts the x-axis at (1,0) and (3,0). B: Since the solutions are x=βˆ’1 or x=3, the factors of the quadratic expression x2βˆ’2xβˆ’3 are (x+1) and (xβˆ’3). A: x=βˆ’1 or x=3

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