Maple paketining asosiy maqsadi va

y= -x³-4 funksiyaning grafigi:

>with(plots):

>implicitplot(y=-x^3-4, x=-2..2,y=-6..6,color=bluee,thickness=6);

“

Maple” dasturida y=x² porabolaning funksiyaning grafigi.

Masalan:

1. 
   y=x² porabolaning grafigi:
   

>with(plots):

:implicitplot(y=x^2, x=-2..2,y=-6..6,color=bluee,thickness=6);

2. y=-x² porabolaning grafigi:

>with(plots):
>implicitplot(y=-x^2, x=-2..2,y=-6..6,color=bluee,thickness=6);

3. y= x²+2x parobaloning grafigi:

>with(plots):

>implicitplot(y=x^2+2*x, x=-2..2,y=-6..6,color=bluee,thickness=6);

4. 
   y=-x²+5 parobolang grafigi:
   

>with(plots):

>implicitplot(y=-x^2+5, x=-2..2,y=-6..6,color=bluee,thickness=6);

5. 
   y= -x³+5x funksiyaning grafigi:
   

>with(plots):
>implicitplot(y=-x^3+5*x, x=-2..2,y=-6..6,color=bluee,thickness=6);


“Maple” dasturida ikkita (qo’sh) funksiyalarning grafiglari:

6. 
   y=x³+ funksiyaning grafigi:
   

>with(plots):
>implicitplot(y=x^3+2/x, x=-2..2,y=-6..6,color=bluee,thickness=3);

7. 
   y= x³+ funksiyaning grafigi:
   

>with(plots):

>implicitplot(y=x^3+2/x^2, x=-2..2,y=-6..6,color=bluee,thickness=3);

8. 
   y=-x³+ funksiyaning grafigi:
   

• 
  with(plots):
  

>implicitplot(y=-x^3+2/(-x^2), x=-2..2,y=-6..6,color=bluee,thickness=3);

9. y=x²+ funksiyaning grafigi:

>with(plots):

>implicitplot(y=x^2+2/x, x=-2..2,y=-6..6,color=bluee,thickness=3);

10. 
    y= x²+x³ funksiyaning grafigi:
    

>with(plots):

>implicitplot(y=x^2+x^3, x=-2..2,y=-6..6,color=bluee,thickness=3);

11. 
    y= x²+ funksiyaning grafigi:
    

>with(plots):

>implicitplot(y=x^2+2/x-x^3, x=-2..2,y=-6..6,color=bluee,thickness=3);

12. 
    Aylana, urinma va kesishuvchi chiziqlarni qurish:
    

    • restart;

    • 
      with(plots):
      

    • imlicitplot([-8+x^2+y^2+8*x+2*y = 0, -x+y=1,-9+3*x+4*y = 0], x=- 10..4, y=-7..5, color=[blue, red,red], legend=[plot1,plot2,plot2]);

“Maple” dasturida uchburchaklar 1)ABC tomonlarining tenglamalarini; 2)AB va AC tomonlar orasidagi burchakni; 3)AD balandlik va uning uzunligini;
4)AM mediana va AN bissektirsani; 5) ABC ni yuzasini hisoblang.
Echish: Bu masala 2.1-masalaga aynan o’xshash(faqat koordinatalar soni bilan farq qiladi) bo’lganligi uchun uni Maple 7 dasturida echishni ko’rsatamiz.

1. 
   ABC tomonlarining tenglamalarini topish;
   
   •