Write an anonymous function which square its argument.
Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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![1.
These questions are to cover some of the most essential capabilities you will
need in the real life. Answer all the questions using Mathematica.
(a)
Write an anonymous function which square its argument.
(b)
Write an anonymous function which takes the sum of the square of the
Sin and Cos of an argument.
Write a function called area which calculates the area of a circle from
its diameter.
(c)
Write a function called testQ which returns True if its argument
is 0, 100 or an even integer between 0 and 100 and False
(d) ()
otherwise.
(ii)
Write a function called selector which takes : real numbers and
returns A; even integers between 0 and 100 and returns B;
symmetric lists (one whose reverse is equal to itself) and returns
C; and retums D in all other cases.
Test your function thoroughly.
(iii)
(e)
(i)
Write an anonymous function equivalent to the named function f
below.
Clear [ f ]
f [x ]:= x - 3 x + 2
(ii)
(ii)
Create a list L of the square roots of the integers from 25 to 40.
Map your anonymous function over your list L.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe9cffbc5-75b7-473b-86ac-46a3f7f0cd6f%2Fcadf28c9-e8a0-42f3-909e-5ae078a665c8%2Fh3yx2sm_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1.
These questions are to cover some of the most essential capabilities you will
need in the real life. Answer all the questions using Mathematica.
(a)
Write an anonymous function which square its argument.
(b)
Write an anonymous function which takes the sum of the square of the
Sin and Cos of an argument.
Write a function called area which calculates the area of a circle from
its diameter.
(c)
Write a function called testQ which returns True if its argument
is 0, 100 or an even integer between 0 and 100 and False
(d) ()
otherwise.
(ii)
Write a function called selector which takes : real numbers and
returns A; even integers between 0 and 100 and returns B;
symmetric lists (one whose reverse is equal to itself) and returns
C; and retums D in all other cases.
Test your function thoroughly.
(iii)
(e)
(i)
Write an anonymous function equivalent to the named function f
below.
Clear [ f ]
f [x ]:= x - 3 x + 2
(ii)
(ii)
Create a list L of the square roots of the integers from 25 to 40.
Map your anonymous function over your list L.
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