Give the values of Xmin, Xmax, Ymin, and Ymax for the screen, given the values for Xscl and Yscl.
Xscl = 10, Yscl = 10
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Answer: Option C.
Step-by-step explanation:
Xmin, Xmax, Ymin, and Ymax represent the minimum/maximum values that X and Y can take.
We know that the scale in Y and X is 10.
This means that each mark in each axis represents 10 units.
Now, let's go to the vertical axis (y-axis)
Counting from the (0, 0) we can count:
4 marks up
4 marks down.
So if each mark represents 10 units, 4 marks are 40 units.
Then the range for Y is {-40, 40}
Now for the horizontal axis.
We can count 3 marks on each side, and with the same reasoning as before, we can find that the range for X is: {-30, 30}
Then we have that:
Xmin = -30
Xmax = 30
Ymin = -40
Ymax = 40
Now, as a point is defined as (X, Y)
This region can be written as:
{Xmin, Xmax} by {Ymin, Ymax}
or, replacing the values:
{-30, 30} by {-40, 40)
So the correct option is C.
C] X min and X max = (-300, 300) and Y min and Y max = (-400, 400)
Xmin, Xmax, Ymin and Ymax denote minimum and maximum values of X and Y respectively.
As x and Y scale are 10 each, the minimum and maximum values can be found by multiplying the units with respective scales.
On X (Horizontal Axis), there are 3 units of line segments each on both left & right sides of origin.
Hence X min & X max = (0 - 300, 0 + 300) = (-300, +300) respectively.
On Y (Vertical Axis), there are 4 units of line segments each on both upwards & downwards sides of origin.
Hence Y min & Y max = (0 - 400, 0 + 400) = ( -400, + 400) respectively.
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