1-Mavzu: Mapleda Differentsiallash va integrallash buyruqlari Reja

animate([u*r(t)/2,t,t=-Pi/2..3/2*Pi],u=1..2,numpoints=200,coords=polar,axes=none,color=black);

7. f (x,y)=cosxy² funktsiyaning grаfigini yasаsh vа аnimtsiyalаsh

> with(plots):
animate3d(cos(t*x)*sin(t*y),x=-Pi..Pi, y=-Pi..Pi,t=1..2);

> plot3d(f(x,y),x=-3..3,y=-3..3,style=hidden,color=black,orientation=[60,65],title="график функции\nz=cos(x)*y^2");

8. y=sinx, z=cosxsiny, t=siny funktsiyaning grаfigini yasаsh vа аnimatsiyalаsh

> plot3d([sin(x),cos(x)*sin(y),sin(y)],x=-Pi..Pi,y=-Pi..Pi,style=hidden,color=black,grid=[40,40]);

9. funktsiyaning grаfigini yasаsh vа аnimatsiyalаsh

> cylinderplot([z*theta,theta,cos(z^2)],
theta=0..Pi,z=-2..2, color = theta);

> #Цилиндрическая система координат.
> coordplot3d(cylindrical);

10. funktsiyaning grаfigini yasаsh vа аnimatsiyalаsh
> with(plots):
spacecurve({[sin(t),0,cos(t),t=0..2*Pi],[cos(t)+1,sin(t),0,numpoints=10]}, t=-Pi..Pi,axes=FRAME);

11. funktsiyaning grаfigini yasаsh vа аnimatsiyalаsh

> with(plots):

implicitplot3d( x^3 + y^3 + z^3 + 1 = (x + y + z + 1)^3,x=-2..2,y=-2..2,z=-2..2,shading
=ZGRAYSCALE,axes=BOXED, grid=[13,13,13]);

Maple da animate ( ikki o’lchovli) animate3d (uch o’lchovli ) komandalari yordamida tasvirlarni harakatlantirish mumkin. Animasiyani yaratish komandalarning kontekst menyulari orqali amalga oshiriladi.