In this challenge, you have to obtain a sentence from the elements of a given matrix. In the matrix, each word of the sentence follows a columnar order from the top to the bottom, instead of the usual left-to-right order: it's time for transposition! Given a matrix mtx, implement a function that returns the complete sentence as a string, with the words separated by a space between them. Examples transposeMatrix([ ["Enter"], ["the"], ["Matrix!"] ])→ "Enter the Matrix!" transposeMatrix( [ ["The", "are"], ["columns", "rows."] ]) → "The columns are rows." transposeMatrix([ ["You", "the"], ["must", "table"], ["transpose", "order."] ]) → "You must transpose the table order."
In this challenge, you have to obtain a sentence from the elements of a given matrix. In the matrix, each word of the sentence follows a columnar order from the top to the bottom, instead of the usual left-to-right order: it's time for transposition! Given a matrix mtx, implement a function that returns the complete sentence as a string, with the words separated by a space between them. Examples transposeMatrix([ ["Enter"], ["the"], ["Matrix!"] ])→ "Enter the Matrix!" transposeMatrix( [ ["The", "are"], ["columns", "rows."] ]) → "The columns are rows." transposeMatrix([ ["You", "the"], ["must", "table"], ["transpose", "order."] ]) → "You must transpose the table order."
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
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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![In this challenge, you have to obtain a sentence from the elements
of a given matrix. In the matrix, each word of the sentence follows a
columnar order from the top to the bottom, instead of the usual
left-to-right order: it's time for transposition!
Given a matrix mtx, implement a function that returns the
complete sentence as a string, with the words separated by a space
between them.
Examples
transposeMatrix( [
["Enter"],
["the"],
["Matrix!"]
])→ "Enter the Matrix!"
transposeMatrix ([
["The", "are"],
["columns", "rows."]
]) → "The columns are rows."
transposeMatrix ([
["You", "the"],
["must", "table"],
["transpose", "order."]
]) → "You must transpose the table order."](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd9aeaf55-1d6c-4e1c-b58f-ccedc5fa66a0%2Fa571f3e2-29bc-4d6f-a8b1-7ceebc718d09%2F3naay9_processed.png&w=3840&q=75)
Transcribed Image Text:In this challenge, you have to obtain a sentence from the elements
of a given matrix. In the matrix, each word of the sentence follows a
columnar order from the top to the bottom, instead of the usual
left-to-right order: it's time for transposition!
Given a matrix mtx, implement a function that returns the
complete sentence as a string, with the words separated by a space
between them.
Examples
transposeMatrix( [
["Enter"],
["the"],
["Matrix!"]
])→ "Enter the Matrix!"
transposeMatrix ([
["The", "are"],
["columns", "rows."]
]) → "The columns are rows."
transposeMatrix ([
["You", "the"],
["must", "table"],
["transpose", "order."]
]) → "You must transpose the table order."
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