Matlab和latex的问题,结果怎么排版?>> syms a b c d t;>> f=cos(a*t+b)+sin(c*t)*sin(d*t);>> f1=taylor(f);>> latex(f1)ans =\cos\!\left(b\right) - t^4\, \left( - \frac{\cos\!\left(b\right)\, a^4}{24} + \frac{c^3\, d}{6} + \frac{c\, d^3}{6}\right)
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![Matlab和latex的问题,结果怎么排版?>> syms a b c d t;>> f=cos(a*t+b)+sin(c*t)*sin(d*t);>> f1=taylor(f);>> latex(f1)ans =\cos\!\left(b\right) - t^4\, \left( - \frac{\cos\!\left(b\right)\, a^4}{24} + \frac{c^3\, d}{6} + \frac{c\, d^3}{6}\right)](/uploads/image/z/9735006-30-6.jpg?t=Matlab%E5%92%8Clatex%E7%9A%84%E9%97%AE%E9%A2%98%2C%E7%BB%93%E6%9E%9C%E6%80%8E%E4%B9%88%E6%8E%92%E7%89%88%3F%3E%3E+syms+a+b+c+d+t%3B%3E%3E+f%3Dcos%28a%2At%2Bb%29%2Bsin%28c%2At%29%2Asin%28d%2At%29%3B%3E%3E+f1%3Dtaylor%28f%29%3B%3E%3E+latex%28f1%29ans+%3D%5Ccos%5C%21%5Cleft%28b%5Cright%29+-+t%5E4%5C%2C+%5Cleft%28+-+%5Cfrac%7B%5Ccos%5C%21%5Cleft%28b%5Cright%29%5C%2C+a%5E4%7D%7B24%7D+%2B+%5Cfrac%7Bc%5E3%5C%2C+d%7D%7B6%7D+%2B+%5Cfrac%7Bc%5C%2C+d%5E3%7D%7B6%7D%5Cright%29)
Matlab和latex的问题,结果怎么排版?>> syms a b c d t;>> f=cos(a*t+b)+sin(c*t)*sin(d*t);>> f1=taylor(f);>> latex(f1)ans =\cos\!\left(b\right) - t^4\, \left( - \frac{\cos\!\left(b\right)\, a^4}{24} + \frac{c^3\, d}{6} + \frac{c\, d^3}{6}\right)
Matlab和latex的问题,结果怎么排版?
>> syms a b c d t;
>> f=cos(a*t+b)+sin(c*t)*sin(d*t);
>> f1=taylor(f);
>> latex(f1)
ans =
\cos\!\left(b\right) - t^4\, \left( - \frac{\cos\!\left(b\right)\, a^4}{24} + \frac{c^3\, d}{6} + \frac{c\, d^3}{6}\right) + t^2\, \left(c\, d - \frac{a^2\, \cos\!\left(b\right)}{2}\right) - a\, t\, \sin\!\left(b\right) + \frac{a^3\, t^3\, \sin\!\left(b\right)}{6} - \frac{a^5\, t^5\, \sin\!\left(b\right)}{120}
Matlab和latex的问题,结果怎么排版?>> syms a b c d t;>> f=cos(a*t+b)+sin(c*t)*sin(d*t);>> f1=taylor(f);>> latex(f1)ans =\cos\!\left(b\right) - t^4\, \left( - \frac{\cos\!\left(b\right)\, a^4}{24} + \frac{c^3\, d}{6} + \frac{c\, d^3}{6}\right)
你这是将f1用latex的语法写出来而已,复制到tex文档中编译后就是f的泰勒展开了啊