X=fsolve((x 3+sin(x)=25),x); > x=fsolve(



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2-Topshiriq

1)tenglamani yeching.


> x=fsolve((x^3+sin(x)=25),x);

> x=fsolve((x^2-cos(x)=27),x);



> x=fsolve((exp(x)+1=x^3),x);



> x=fsolve((sin(3*x)+cos(3*x)=sqrt(2)),x);



> x=fsolve((5*cos(2*x)=4*sin(x)),x);



> x=fsolve((cos(x)-cos(2*x)=sin(3*x)),x);



> x=fsolve((sin(x)*sin(7*x)=sin(3*x)*sin(5*x)),x);



> x=fsolve(((2*cos(x)^2)+4*cos(x)=3*sin(x)^2),x);



> x=fsolve((exp(x)=x^2+5),x);



> x=fsolve(((x=(sin(x)^2)+7),x));



> x=fsolve((x=tan(x)+1),x);

>

> x=solve((x^2+x*x+9*x=0),x);



> x=fsolve((x^5+cos(x)=32),x);



> x=fsolve((sin(x)+sin(2*x)+sin(3*x)+sin(4*x)=0),x);



> x=fsolve(((3*tan(x)^2)-(sec(x)^2)),x);



> x=fsolve(((sin(x)^4)+(cos(x)^4)=cos(4*x)),x);



> x=fsolve((sin(x)+cos(x)=1+sin(2*x)),x);



> x=fsolve(((1+cos(4*x))*sin(4*x)=(cos(2*x)^2)),x);



2) Yuqori tartibli hosilani hisoblang.


> diff(log(sqrt(1+x^2)+x),x$2);

> diff((sin(x)^2),x$3);



> diff(log(sqrt(1+x^2)+x),x$2);



> diff((sqrt(1+x^4)+log(x)),x$3);



> diff((exp(sin(x)^2)),x$3);



> diff((log(sin(x)+x)),x$2);



8-topshiriq

Vektorlar ustuda amallar bajaring.

> a:=vector([4,-2,-4]);



> b:=vector([6,-3,2]);



> dotprod(a,b);




> factor(4*a^2-c^4-2*a*c-c^3);

> x=solve((x^2-2*x+1.5),x);



> 2) Tenglamani yeching (mustaqil)



2)

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