Get integer values from 1 to 4:

Obtain a range of numbers starting from 1.2 and stopping no later than 2.1 in steps of 0.15:

A symbolic range of numbers in unit steps:

Use a step of 2:

Use a negative step:

Use an exact numeric-valued step:

Use a machine-number step:

Use a precision-24 step:

Range of very large numbers:

Use a symbolic step:

Use a list of range specifications:

Produce a geometric sequence:

Form a polynomial from coefficients:

Form a random permutation:

Find an inverse permutation:

Range[i_min,i_max,di] is equivalent to Table[i,{i_min,i_max,di}]:

Use Range or Span (;;) as Part specification:

For some step sizes, Range may not include the upper limit given:

Even though the lower limit was exact, the inexact step makes the first element inexact:

Range accepts Quantity expressions as limits and steps:

For Quantity expressions, Precision is taken into account when determining whether elements are within the bounds of the limits:

Make nested ranges:

Show it in tree form: