• Misol 1.
  • > eq:={3.5^(x-5)=(4/49)^2}; > _EnvExplicit:=true: > s:=solve(eq,{x}); Javob: x = 1 Misol 3.
  • > assign(s); simplify(10-x);
  • Misol 5.
  • Maple dasturida yechish: > eq:={4^(x+1)-2^(x+4)+3*(2^(x+2))+48=0}; > _EnvExplicit:=true: > s:=solve(eq,{x});
  • > eq:={ 7*3^x-3*2^(z+y-x+2)=15, 2*3^(x+1)+




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    > eq:={ 7*3^x-3*2^(z+y-x+2)=15, 2*3^(x+1)+

    3*2^(z+y-x)=66, ln(x+y+z)-3*ln(x)-ln(y*z)=-ln(4) }:

    > _EnvExplicit:=true:

    > s:=solve(eq,{x,y,z}):

    > simplify(s[1]);simplify(s[2]);

    {x=2, y=3, z=1}, {x=2, y=1, z=3}



    Quyida keltirilgan ko’rsatkichli tenglama va tengsizliklarning yechimi Maple muhitida topilgan.

    Misol 1. Tenglamani yeching.

    Maple dasturida yechish:

    > eq:={4^(x-4)=0.5};



    > _EnvExplicit:=true:

    > s:=solve(eq,{x});

    Javob: x = 3,5



    Misol 2. Tenglamani yeching.

    Maple dasturida yechish:

    > eq:={3.5^(x-5)=(4/49)^2};



    > _EnvExplicit:=true:

    > s:=solve(eq,{x});

    Javob: x = 1



    Misol 3. Tenglamaning ildizi 10 dan qancha kam?

    Maple dasturida yechish:

    > eq:={3^(x+1)*27^(x-1)=9^7};



    > _EnvExplicit:=true:

    > s:=solve(eq,{x});



    > assign(s); simplify(10-x);

    Javob: 6


    Misol 4. Tenglamani yeching.

    Maple dasturida yechish:

    > eq:={(2^(2*x-1)*4^(x+1))/8^(x-1)=64};



    > _EnvExplicit:=true:

    > s:=solve(eq,{x});

    Javob: x = 2



    Misol 5. tenglamaning ildizlari yig’indisini toping.

    Maple dasturida yechish:

    > eq:={exp(x)+7*exp(-x)=8};



    > _EnvExplicit:=true:

    > s:=solve(eq,{x});

    Javob: x = ln 7



    Misol 6. tenglamani yeching.

    Maple dasturida yechish:

    > eq:={4^(x+1)-2^(x+4)+3*(2^(x+2))+48=0};



    > _EnvExplicit:=true:

    > s:=solve(eq,{x});




    10-Ma’ruza. Maple tizimidagi paketlar va ularning tarkibiy qismi.
    REJA:

    1. Maple tizimidagi paketlar va ularning imkoniyatlari.

    2. InpakX paketi va unda interval hisoblashlarni bajarish.

    Maple dasturida interval arifmetik amallarni hisoblashda Inpakx paketi yuklanib, so’ngra interval sonlar ustida amallar bajarish mumkin.



    > restart;


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    > eq:={ 7*3^x-3*2^(z+y-x+2)=15, 2*3^(x+1)+

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