Question

select a setting so that each given point will lie within the viewing window. (0,0), (120,15), (5,100) xmin = - 10 xmax = 130 xscl = 10 ymin = - 10 ymax = 110 yscl = 10 xmin = - 10 xmax = 130 xscl = 10 ymin = 10 ymax = 110 yscl = 10 xmin = 10 xmax = 110 xscl = 10 ymin = - 10 ymax = 130 yscl = 10 xmin = - 10 xmax = 110 xscl = 10 ymin = - 10 ymax = 130 yscl = 10

Explanation:

Step1: Check x - values

The x - values of the points are 0, 120, and 5. For the x - values to be within the viewing window, the minimum x - value (Xmin) should be less than or equal to the smallest x - coordinate of the points and the maximum x - value (Xmax) should be greater than or equal to the largest x - coordinate of the points.

Step2: Check y - values

The y - values of the points are 0, 15, and 100. For the y - values to be within the viewing window, the minimum y - value (Ymin) should be less than or equal to the smallest y - coordinate of the points and the maximum y - value (Ymax) should be greater than or equal to the largest y - coordinate of the points.

Step3: Analyze options

For option 1: Xmin=-10, Xmax = 130, Ymin=-10, Ymax = 110. The x - values 0, 5, 120 are in the range [-10,130] and the y - values 0, 15, 100 are in the range [-10,110].
For option 2: Ymin = 10, but we have a point (0,0) with y - coordinate 0, so this option is incorrect as 0<10.
For option 3: Xmax = 110, but we have a point (120,15) with x - coordinate 120, so this option is incorrect as 120>110.
For option 4: Xmax = 110, but we have a point (120,15) with x - coordinate 120, so this option is incorrect as 120>110.

Answer:

Xmin=-10, Xmax = 130, Xscl = 10, Ymin=-10, Ymax = 110, Yscl = 10