Problem $2$

Complete the function MiniProject$1.$ For a given array of numbers, return the numbers within the range and also return the positions of the selected numbers

within the array.

The input argument

arrayNumbers: is a $1$D double$-$precision row array.

The output arguments:

numbers: a $1$D row array containing the numbers within the range

indices: a $1$D row array containing the positions of the selected values used to produce the numbers output array.

Restrictions: The solution must use logical indexing. Do not use loops or if else statements.

Hints: As loops cannot be used, use the internal function size on the input array $($arrayNumbers$),$ and use logical indexing to find the location of the identified numbers in the

input array. To find the positions you could create an array of integers from $1$ to the numbers of elements in the input array. Then, apply the logical indexing array on this array.

Example :

Inputs:

arrayNumbers $=$

$-2,8,1,9,3,3,9$

calling the function:

$[$numbers$,$ indexes$]=$ FindNumbers $($arrayNumbers$)$

Outputs:

numbers $=14$ double

$-2,1,3,3$

indices $=14$ double

$1,3,5,6$

The array ind ices indicates that the $-2$ was in the $1$ st Position, the $1$ was in the $3$ rd Position, and the $3\text{'}$s were in the $5$ th and $6$ th positions.

Note: Problem$1$ and

separate functions