why dosen't out put as short answer?
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syms y
R1=(nthroot(y-2,3)+2);
R2=y;
R3=1;
eq1=int(R1^2,y,1,2.1);
eq2=int(R2^2,y,2.094,4);
eq3=int(R3^2,y,0,1);
format short
volume=(eq1+eq2+eq3)*pi
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Star Strider
2022 年 4 月 16 日
Because it is symbolic, not numeric.
syms y
R1=(nthroot(y-2,3)+2);
R2=y;
R3=1;
eq1=int(R1^2,y,1,2.1);
eq2=int(R2^2,y,2.094,4);
eq3=int(R3^2,y,0,1);
format short
volume=(eq1+eq2+eq3)*pi
vpa_volume = vpa(volume)
double_volume = double(volume)
If you want to always have this sort of result, see the documentation on sympref, and specifically Display Symbolic Results in Floating-Point Format.
.
1 件のコメント
Walter Roberson
2022 年 4 月 16 日
The purpose of solve() and int() are to return indefinitely precise answers whenever possible. solve() avoids approximate numeric solutions, and int() never uses approximate numeric solutions. If you int() and the exact theoretical solution is
then int() will return that, not 1.236<something>
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/965885/image.png)
If what you want is a numeric approximation then you should be reconsidering whether you should be using int() at all: perhaps you should be using the pure-numeric integral() or perhaps you should be doing extended precision numeric approximation using vpaintegral()
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