📄 07-29.txt
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例7-29 用int函数求符号积分。
解:在命令窗口中输入如下命令,并按Enter键确认。
>> syms x x1 alpha u t;
>> A = [cos(x*t),sin(x*t);-sin(x*t),cos(x*t)]
A =
[ cos(x*t), sin(x*t)]
[ -sin(x*t), cos(x*t)]
>> int(1/(1+x^2))
ans =
atan(x)
>> int(sin(alpha*u),alpha)
ans =
-1/u*cos(alpha*u)
>> int(besselj(1,x),x)
ans =
-besselj(0,x)
>> int(x1*log(1+x1),0,1)
ans =
1/4
>> int(4*x*t,x,2,sin(t))
ans =
2*t*(sin(t)^2-4)
>> int([exp(t),exp(alpha*t)])
ans =
[ exp(t), 1/alpha*exp(alpha*t)]
>> int(A,t)
ans =
[ 1/x*sin(x*t), -cos(x*t)/x]
[ cos(x*t)/x, 1/x*sin(x*t)]
>>
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