Q-2: Submit your code and screenshot of it performing the calculations along with results, seesubmission notes below regarding submitting code:Implement the following functions (in C#, C/C++, Python or Java - if other language let me know inadvance) and provide the results for each of the n in the table below.n = {2, 10, 100, 1000, 10000}Function I:for( double į= 0.0; j Final count result for:FunctionI-lg(n)II -n²III - 1.02⁰n = 2n = 10n = 100n = 1000 n = 10000What do you observe for each function as n gets larger?If you change n = 1.02 to n = 1.03 what do you observe (may want to estimate loopcount beforeand printing values before looping 1.02" / 1.03")?Note: If implemented correctly no loop should take much longer than 30 seconds to completefor n = 1.02 on any CPU in Ghz range. Make sure you know your IDE's abort (e.g. Ctrl-C).

Function I: Initialize a double variable sum to 0.0 and an integer variable count to 0. Start a for…

Q-2: Submit your code and screenshot of it performing the calculations along with results, see submission notes below regarding submitting code: Implement the following functions (in C#, C/C++, Python or Java - if other language let me know in advance) and provide the results for each of the n in the table below. n{2, 10, 100, 1000, 10000} Function I: for( double į-0.0; j

Q-2: Submit your code and screenshot of it performing the calculations along with results, see submission notes below regarding submitting code: Implement the following functions (in C#, C/C++, Python or Java - if other language let me know in advance) and provide the results for each of the n in the table below. n{2, 10, 100, 1000, 10000} Function I: for( double į-0.0; j

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

Q-2: Submit your code and screenshot of it performing the calculations along with results, see
submission notes below regarding submitting code:
Implement the following functions (in C#, C/C++, Python or Java - if other language let me know in
advance) and provide the results for each of the n in the table below.
n = {2, 10, 100, 1000, 10000}
Function I:
for( double į= 0.0; j <lg(n); ++i) {
sum += į;
++count;
}
cout << "for n= " <<n<<": count = " << count << endl.
Function II:
for( double į = 0.0; i < n²; ++i) {
sum += į;
++count;
}
cout << "for n="<<n<<": count = " << count << endl.
Function III:
for(int i = 0.0; j < 1.02²; ++i) {
sum += i;
++count;
}
cout << "for n= " <<n<<": count =
GE
<<<count << endl.

Final count result for:
Function
I-lg(n)
II -n²
III - 1.02⁰
n = 2
n = 10
n = 100
n = 1000 n = 10000
What do you observe for each function as n gets larger?
If you change n = 1.02 to n = 1.03 what do you observe (may want to estimate loopcount before
and printing values before looping 1.02" / 1.03")?
Note: If implemented correctly no loop should take much longer than 30 seconds to complete
for n = 1.02 on any CPU in Ghz range. Make sure you know your IDE's abort (e.g. Ctrl-C).

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