Test Cases - Test Cases for Finding Square Root of a Number

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Test Cases for Finding Square Root of a Number

Write test cases for a programme which finds square root of a number

Total Answers and Comments: 4

Last Update: July 10, 2009 Asked by: pratabt

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Submitted by: ashishks

These are some test cases for finding squire root of a number:
1. Test with input as empty string.
2. Test with input at boundry values of input number i.e. max., max-1, max+1, min, min-1, min+1.
3. Test with input as "alphabetical characters/special characters/forign characters/combination of all these".
4. Test with input as "squireroot(squireroot 9.0)"

Above answer was rated as good by the following members:
abisurd

November 29, 2008 04:13:52

srinivasulub1981

Member Since: December 2005 Contribution: 381

RE: Test Cases for Finding Square Root of a Number

I think it's tough to write the test cases for un clear questions like this. at least if there is any screen then we could have write the cases.... let me know if i am wrong...

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January 30, 2009 01:34:55

sarojanag

Member Since: December 2008 Contribution: 2

RE: Test Cases for Finding Square Root of a Number

There will be 3 test cases
1) Give a whole number like 1 2 3 4 etc see the result
2) Give a negative number like -2 -1 etc see the result
3) Give 0 (Zero) and see the result

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February 03, 2009 04:46:26

ashishks

Member Since: December 2008 Contribution: 73

RE: Test Cases for Finding Square Root of a Number

These are some test cases for finding squire root of a number:
1. Test with input as empty string.
2. Test with input at boundry values of input number i.e. max. max-1 max+1 min min-1 min+1.
3. Test with input as "alphabetical characters/special characters/forign characters/combination of all these".
4. Test with input as "squireroot(squireroot 9.0)"

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July 10, 2009 06:27:28

saravanan123

Member Since: July 2009 Contribution: 163

RE: Test Cases for Finding Square Root of a Number

Test Cases for Finding Square Root of a Number

1. Check whether the square root cannot be zero

2. Check whether any 2 same number is multiplied it gives the square root of the number

3. Check whether it displays as result only one number of the square root of the number

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