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Mathematics, 17.12.2020 16:30 ayshajabeenmeox5jrh
Which set of ordered pairs (x, y)(x, y) could represent a linear function? \mathbf{A}= A= \,\,\left\{(-2, 2),\,\,(0, 1),\,\,(2, 0),\,\,(4, -1)\right\} {(β2,2),(0,1),(2,0),(4,β1)} \mathbf{B}= B= \,\,\left\{(-8, -4),\,\,(-3, -2),\,\,(1, 0),\,\,(6, 2)\right\} {(β8,β4),(β3,β2),(1,0),(6,2)} \mathbf{C}= C= \,\,\left\{(2, 5),\,\,(4, 3),\,\,(5, 1),\,\,(8, -5)\right\} {(2,5),(4,3),(5,1),(8,β5)} \mathbf{D}= D= \,\,\left\{(-4, 3),\,\,(-1, 2),\,\,(2, 0),\,\,(5, -2)\right\} {(β4,3),(β1,2),(2,0),(5,β2)}
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Which set of ordered pairs (x, y)(x, y) could represent a linear function? \mathbf{A}= A= \,\,\left\...
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