Consider the array A[1..7] = {2, 20, 10, -5, -15, 25, -10}. Running the PARTITION procedure of QuickSort (as described in class and the notes) on this list, with the first element as pivot (2 in this case) produces the following lists: (a) A[1..3] = {-15, -10, -5} and A[4..7] = {10, 20, 25, 2} (b) A[1..3] = {-10, -15, -5} and A[4..7] = {20, 10, 25, 2} (c) A[1..3] = {-10, -15, -5} and A[4..7] = {10, 20, 25, 2}
Consider the array A[1..7] = {2, 20, 10, -5, -15, 25, -10}. Running the PARTITION procedure of QuickSort (as described in class and the notes) on this list, with the first element as pivot (2 in this case) produces the following lists: (a) A[1..3] = {-15, -10, -5} and A[4..7] = {10, 20, 25, 2} (b) A[1..3] = {-10, -15, -5} and A[4..7] = {20, 10, 25, 2} (c) A[1..3] = {-10, -15, -5} and A[4..7] = {10, 20, 25, 2}
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![Consider the array A[1..7] {2, 20, 10, -5, -15, 25, -10}. Running the PARTITION procedure of
QuickSort (as described in class and the notes) on this list, with the first element as pivot (2 in this
case) produces the following lists:
(a) A[1..3] = {−15, −10, −5} and A[4..7]
(b) A[1..3] = {−10, -15, -5} and A[4..7]
(c) A[1..3] = {-10, −15, −5} and A[4..7] =
=
=
=
{10, 20, 25, 2}
{20, 10, 25, 2}
{10, 20, 25, 2}](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F40a93fbf-cd84-46cf-939a-402485a39dd9%2F3e00846d-7b47-451d-9660-91f532018229%2Fb0j7v9k_processed.png&w=3840&q=75)
Transcribed Image Text:Consider the array A[1..7] {2, 20, 10, -5, -15, 25, -10}. Running the PARTITION procedure of
QuickSort (as described in class and the notes) on this list, with the first element as pivot (2 in this
case) produces the following lists:
(a) A[1..3] = {−15, −10, −5} and A[4..7]
(b) A[1..3] = {−10, -15, -5} and A[4..7]
(c) A[1..3] = {-10, −15, −5} and A[4..7] =
=
=
=
{10, 20, 25, 2}
{20, 10, 25, 2}
{10, 20, 25, 2}
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