Write a function mountains  example on how the function works is given in the image.

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Write a function mountains 

example on how the function works is given in the image.

.... ..
...#..
..##..
#.##..
####.#
#...
#...
#.....
#..#..
##.#.#
##.#.#
Notice that a column may be all "land" (no air); similarly, a column
can be all air (no land). This means that even the following are
valid configurations (don't try to prevent them):
These might be improbable, but the point is that you don't have
to "prevent" them somehow.
* /
void mountains (char **m, int n);
Transcribed Image Text:.... .. ...#.. ..##.. #.##.. ####.# #... #... #..... #..#.. ##.#.# ##.#.# Notice that a column may be all "land" (no air); similarly, a column can be all air (no land). This means that even the following are valid configurations (don't try to prevent them): These might be improbable, but the point is that you don't have to "prevent" them somehow. * / void mountains (char **m, int n);
/**
* Function: mountains
* Description: populates the given matrix with a random ASCII
"landscape"
Air is represented by just periods '.'
Land is represnted by pound-symbols '#' (boulders?)
"Air" is always above "Land", so each column of
the image from bottom-to-top has some number of
Land symbols above which is just air.
As long as these rules are followed, the matrix
is valid.
* Estimated Difficulty: LEVEL 2
Transcribed Image Text:/** * Function: mountains * Description: populates the given matrix with a random ASCII "landscape" Air is represented by just periods '.' Land is represnted by pound-symbols '#' (boulders?) "Air" is always above "Land", so each column of the image from bottom-to-top has some number of Land symbols above which is just air. As long as these rules are followed, the matrix is valid. * Estimated Difficulty: LEVEL 2
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