Calculate the factorial of a non-negative integer without using the built in function **factorial**

Frequency Domain
on 25 Jul 2013

I dont understand what you wanted to do with your test no.4. why dont you just check our answer against the actual factorial, instead of hard coding (truncated) numbers?

Marcel
on 3 Jan 2014

testcase is nok:
6.6895e+198==factorial(120)
ans =
0

Björn
on 11 Dec 2015

Use if statement for test 4...

1 Comment

B. C.
on 5 Dec 2014

fail for x=120?! 'isequal(factorial(120),y)' gives me 0...

1 Comment

Neeraj Badamikar
on 5 May 2014

My solution works in Matlab, but fails the last test here.. :(

1 Comment

Swapnali Gujar
on 10 Aug 2013

I am trying to solve this problem and first 2 test cases are passed, but assertion is failing for last test case. I also used the format as 'short eng', here the y_correct is read by Matlab as '6.689500000000000e+198', but my program is calculating answer as '6.689502913449124e+198' for x = 120 and thats why its failing. Any suggestions ?

1 Comment

Ramy Mohamed
on 31 Jul 2013

There is something wrong with the last test; The number are truncated. y_correct should be 6.689502913449135e+198; while in the test it is given as 6.689500000000000e+198

1 Comment

Jan Orwat
on 26 Jul 2013

fake solution, it works until there is a mistake in test 4

1 Comment

Mohammed Manna
on 26 Jul 2013

I KNOW THIS SOLUTION IS CORRECT....STUPID IDE IS NOT ACCEPTING IT....YOU CAN RUN IT ON A STANDALONE MATLAB AND SEE IF IT WORKS!

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1 Comment

Tobias Schäfer
on 26 Jul 2013

Nice solution for that rounding problem.

1 Comment

Evan
on 25 Jul 2013

There should be a test in the test suite to catch any uses of "factorial" in the submitted code, as is done here:
http://www.mathworks.com/matlabcentral/cody/problems/498-find-the-kronecker-tensor-product-without-using-kron
Also, is the convention here to round to five significant digits? If so, this should probably be noted in the problem statement.

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