How can I write a function called triAreaN that computes the area of N triangles?
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The input of the function is a 2xN array where each column of the array contains the base and height of a single triangle. The function returns a 1xN array where the i^th column is the area of the i^th triangle. Test whether the base and height are positive. if either one is negative, set the area of the triangle to zero.
function triAreaN(B1...Bi;H1...Hi);
%H = Height of triangle (B1...Bi)=('enter the base'); (H1...Hi)=('enter the height');
A = (1/2*(B1*H1):1/2*(B1*Bi)); A = ('display answer'); A(output) end
Line 1: invalid syntax at '<EOL>'. Possibly, a ),}, or ] is missing. Line 4: Terminate statement with semicolon to suppress output(in functions). Line 5: invalid syntax at '<EOL>'. Possibly, a ),}, or ] is missing. Line 8: The value assigned to variable A' might be unused.
Homework problem. he never showed us how to use matrices or array in function or how to assign the rows to be certain input values. Stuck here not sure where to go from this point.
1 Comment
Roger Stafford
on 27 Jan 2014
It would have been much more interesting if your inputs had been given as the 3D cartesian coordinates of the triangles' vertices rather than their base and height.
Accepted Answer
More Answers (1)
Amit
on 27 Jan 2014
function A = triAreaN(Ar)
% Ar is 2XN array where each column is base and height
A = 0.5*Ar(1,:).*Ar(2,:);
A(Ar(1,:) < 0 | Ar(2,:) < 0) = 0;
7 Comments
Amit
on 27 Jan 2014
After you save the code, you can run the code as
A = triAreaN(_your_input_)
jacob
on 27 Jan 2014
Yes. That is what the question states. Your input will be 2XN matrix (2 rows and N columns). Each column will be the height and base of the triangle. There can be negative values for either or both of them, in that case you need to show the result for those as 0.
I am sorry that your professor didn't teach you these. However, I'd also say that MATLAB has amazing help. Just type on google the problem keyword where you're stuck, you'll get something similar.
jacob
on 27 Jan 2014
Amit
on 27 Jan 2014
Yup:
Ar = [1 2 3;4 5 6];
Here, 1 2 3 will be first row and 4 5 6 will be second.
jacob
on 27 Jan 2014
jacob
on 27 Jan 2014
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