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Ikki o'zgaruvchili funksiya

  •  Uzbek    20     Public
    Xususiy hosila
  •   Study   Slideshow
  • Qanday funksiyaga ikki o'zgaruvchili funksiya deyiladi?
    O'zgaruvchilari(noma'lumlari) ikki xil bo'lgan funksiya
  •  5
  • Z=3x^2+5xy-7 funksiyaning x bo'yicha hosilasini toping
    Z'(x)=6x+5y
  •  10
  • Z=4x^3y^2-3x+7y funksiyaning y bo'yicha hosilasini toping
    Z'(y)=12x^2y^2+7
  •  10
  • 𝒖=𝒙^𝟐 𝒛^𝟐 Funksiyaning to'la differensialini toping
    𝑑𝑒=2π‘₯𝑧^2 𝑑π‘₯+2π‘₯^2 𝑧𝑑𝑧
  •  10
  • 𝒁=𝒍𝒏(𝒙^𝟐+π’š^𝟐) funksiyaning x bo'yicha hosilasini toping
    z'(x)=2π‘₯/(π‘₯^2+𝑦^2 )
  •  10
  • Y=tg3x funksiyaning hosilasi nimaga teng
    y'=3/cos^2(3x)
  •  5
  • 𝑧=6^2π‘₯+lnyΒ funksiyaning x bo'yicha hosilasini toping
    Z'(x)=6^2xln6
  •  10
  • Z=3x^4 y^2 funksiyaning toβ€˜la differensialini toping
    dz=(12x^3 y^2) dx + (6x^4 y) dy
  •  15
  • Z=2^3x+ln(5y+1) funksiyaning xususiy hosilalarini toping
    Z'(x)=2^3x 3ln2Β  Β  Β  Β  Β Z'(y)=5/(5y+1)
  •  15
  • f(x)=arctgx funksiyaning hosilasi nimaga teng?
    f'(x)=1/(1+x^2)
  •  5
  • Differensiallash nima?
    Hosila olish
  •  5
  • Integrallash nima?
    Boshlang'ich funksiyasini topish
  •  5
  • y=C o'zgarmas sonning hosilasi nimaga teng?
    0
  •  5
  • 𝑧=6^2π‘₯βˆ’lnyΒ funksiyaning y bo'yicha hosilasini toping.
    z'(y)=1/y
  •  5
  • 𝑍=𝑙𝑛(γ€–2π‘₯γ€—^3+γ€–3𝑦〗^2) funksiyaning toβ€˜la differensialini toping
    dz=6x^2/(2x^3+3y^2)dx+6y/(2x^3+3y^2)dy
  •  15
  • z=ln(2x+3y) funksiyaning to'la fifferensialini toping
    dz=(2/x+y)dx+(3/x+y)dy
  •  15