Town to Town [4] A C. What happened at Town [1] B? Another taxi left Town at 0710 hrs and travelled at a constant A speed of 50 km/h. At what time did it arrive at Town [3] C? Write the output set for the set {–3, 0, 1, 2, 3} under the mapping (b) (i) –1, 2x + 3. [3] y (ii) Write an equation of a line parallel to the one in (b)(i). [1] 10 Use graph paper for the whole of this question Triangle J has vertices (2,3), (2,6) and (4,3). Using a scale of 1 cm to represent 1 unit for both axes, copy the diagram onto graph paper. [2]
Town A to Town C. [4] What happened at Town B? [1] Another taxi left Town A at 0710 hrs and travelled at a constant speed of 50 km/h. At what time did it arrive at Town C? [3] (b) (i) Write the output set for the set {–3, –1, 0, 1, 2, 3} under the mapping y 2x + 3. [3] (ii) Write an equation of a line parallel to the one in (b)(i). [1] 10 Use graph paper for the whole of this question Triangle J has vertices (2,3), (2,6) and (4,3). Using a scale of 1 cm to represent 1 unit for both axes, copy the diagram onto graph paper. [2]