Question: "Is this triangle right-angled?" - where can I find functions and their uses/learn about the program outside of class
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So the question I have to answer is:
"Given three positive numbers a, b, c, where c is the largest number, return true if the triangle with sides a, b and c is right-angled. Otherwise, return false."
This is my solution which doesn't work.
function flag = isRightAngled(a, b, c)
flag = true
function flag ~= isRightAngled(a, b, c) flag = false;
end
The first part of the code works fine, and flag returns true when I run the code through test suite on cody courseworks, bolded code is what I added and doesn't work - which I need help with!
Thanks
2 个评论
Stephen23
2017-3-3
编辑:Stephen23
2017-3-3
And the line
function flag ~= isRightAngled(a, b, c) flag = false;
is not MATLAB syntax at all. Read the code help (red/orange underlines): they will help you to figure out why this is not valid syntax. Some of the problems in that line are:
- trying to define a nested function without a matching end.
- trying to define a function and allocate its output using ~=.
- Recursive function calling without any limits.
I suspect that none of these were intentional. To fix this you need to how to call functions, and how this is different to defining functions:
回答(5 个)
Lewis Pole
2017-3-3
1 个评论
Walter Roberson
2017-3-3
if a^2 + b^2 == c^2
... except you need to allow for round-off error.
Jan
2017-3-3
d = a^2 + b^2 - c^2;
Now you cannot expect this to be exactly zeros due to the limited precision of floating point values in the double format. But you can check, if the result is "really small". See the command eps(x). The argument of eps() is important for the magnitude of the limit.
0 个评论
Lewis Pole
2017-3-3
Star Strider
2017-3-3
I would add a sort call, since the three sides could be input in any order:
a = rand; % Input Argument
b = rand; % Input Argument
c = rand; % Input Argument
sides = sort([a b c]); % Sort To Determine Order
test = sides(3)^2 - sides(2)^2 + sides(1)^2; % Check Pythagorean Theorem
flag = abs(test < 1E-4); % Allow For Small Errors
1 个评论
Walter Roberson
2022-1-16
test = sides(3)^2 - sides(2)^2 - sides(1)^2; % Check Pythagorean Theorem
maybe ?
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