Big Java, Binder Ready Version: Early Objects
Big Java, Binder Ready Version: Early Objects
6th Edition
ISBN: 9781119056447
Author: Cay S. Horstmann
Publisher: WILEY
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Chapter 6, Problem 6RE

Explanation of Solution

a.

Given statements:

//declare the variables and assign the values

int i = 0;

int j = 10;

int n = 0;

//check "i" is less than "j"

while(i < j)

{   

    //increment the value

    i++;

    //decrement the value

    j--;

    //increment the value

    n++;

}

Trace table for the above loops:

ijn
0100
191
282
373
464
555

Explanation:

Here, the “i” value is “0”, “j” value is “10” and “n” value is “0”.

  • In first iteration of “while” loop checks “i < j” which means “0 < 10”. The condition becomes true, so it increment the “i” value, i = 1, decrement the “j” value, j = 9 and also increment the “n”, n = 1...

Explanation of Solution

b.

Given statements:

//declare the variables and assign the values

int i = 0;

int j = 0;

int n = 0;

//check "i" is less than "10"

while(i < 10)

{   

    //increment the value

    i++;

    //calculate the "n" value

    n = n + i + j;

    //increment the value

    j++;

}

Trace table for the above loops:

ijn
001
114
229
3316
4425
5536
6649
7764
8881
99100

Explanation:

Here, the “i” value is 0, “j” value is 0 and “n” value is 0.

  • In first iteration of “while” loop checks “i < 10” which means “0 < 10”. The condition becomes true, so it increment the “i” value, i = 1, calculate “n” value which means (0 + 1 + 0 = 1) and also increment the “j”, j = 1.
  • In second iteration of “while” loop checks “i < 10” which means “1 < 10”. The condition becomes true, so it increment the “i” value, i = 2, calculate “n” value which means (1+ 2 + 1 = 4) and also increment the “j”, j = 2.
  • In third iteration of “while” loop checks “i < 10” which means “2 < 10”. The condition becomes true, so it increment the “i” value, i = 3, calculate “n” value which means (4+ 3 + 2 = 9) and also increment the “j”, j = 3.
  • In fourth iteration of “while” loop checks “i < 10” which means “3 < 10”...

Explanation of Solution

c.

Given statements:

//declare the variables and assign the values

int i = 10;

int j = 0;

int n = 0;

//check "i" is greater than "0"

while(i > 0)

{   

    //decrement the value

    i--;

  //increment the value

    j++;

    //calculate the "n" value

    n = n + i - j;

}

Trace table for the above loops:

ijn
1008
9114
8218
7320
6420
5518
4614
378
280
19-10

Explanation:

Here, the “i” value is 10, “j” value is 0 and “n” value is 0.

  • In first iteration of “while” loop checks “i > 0” which means “10 > 0”. The condition becomes true, so it decrement the “i” value, i = 9, increment the “j”, j = 1 and calculate “n” value which means (0 + 9 - 1 = 8).
  • In second iteration of “while” loop checks “i > 0” which means “9 > 0”. The condition becomes true, so it decrement the “i” value, i = 8, increment the “j”, j = 2 and calculate “n” value which means (8 + 8 - 2 = 14).
  • In third iteration of “while” loop checks “i > 0” which means “8 > 0”. The condition becomes true, so it decrement the “i” value, i = 7, increment the “j”, j = 3 and calculate “n” value which means (14 + 7 - 3 = 18).
  • In fourth iteration of “while” loop checks “i > 0” which means “7 > 0”...

Explanation of Solution

d.

Given statements:

//declare the variables and assign the values

int i = 0;

int j = 10;

int n = 0;

//check "i" is greater than "0"

while(i != j)

{   

    //increment the "i" by 2

    i = i + 2;

  //decrement the "j" by 2

    j = j – 2;

    //increment the value

    n++;

}

Trace table for the above loops:

ijn
0100
281
462
643
824

...

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Chapter 6 Solutions

Big Java, Binder Ready Version: Early Objects

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