Answer:
2 is the upper bound and it's the product of the interval distance by the number of intervals(2=0.2*10)
Step-by-step explanation:
-Our number line from 0-2 is drawn as attached below.
-The intervals are equidistant, 0.2 apart.
-Since , the points are equidistant, the upper boundary in the number line is the product of the number of intervals by the equidistance:
[tex]Equidistance=0.2\\\\No \ of \ Intervals=10\\\therefore 2=0.2\times 10=2[/tex]
Hence, 2 is equivalent to the the product of the interval distance by the number of intervals.
