1. Boshlang’ich funksiya va aniqmas integral

1.Boshlang’ich funksiya va aniqmas integral
2.O’zgaruvchilari ajralgan va ajraladigan differensial tenglamalar
3. integralni toping.
4. aniq integralni hisoblang.
5. ва лар топилсин.
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1.Aniqmas integralning xossalari. Asosiy integrallash jadvali

2. Differensial tenglamalar haqida tushuncha. Koshi masalasi
3. integralni toping.
4. ва лар топилсин.
5. O’rniga qo’yish usuli bilan funksiya differensial tenglamaning yechimi ekanligi tekshirilsin. nuqtalardan o’tuvchi xususiy yechimlar topilsin.

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1.Integrallash usullari
2. Differensial tenglamalar haqida tushunchalar
3. chiziqlar bilan chеgaralangan figuraning yuzi hisоblansin, bunda
4. integralni toping.
5.Differensial tenglamani yeching
1. Ratsional kasrlarni sodda kasrlarga yoyish va integrallash
2. Musbat sonli qatorlar.Qator yaqinlashishining zaruriy sharti
3. bo‘lsin. ni toping.
4. integralni toping.
5. Differensial tenglamani yeching

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1. Eng sodda kasrlarni integrallash
2.To’liq differensialli tenglamalar. Integrallovchi ko’paytuvchi
3. aniqlanish sohasi va qiymatlar sohasini toping.
4. differensial tenglamani yeching.
5. aniqmas integrallarni hisoblang.

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1.Ratsional kasr funksiyalarni integrallash

2. Yuqori tartibli differensial tenglamalar
3. funksiyaning ikkinchi tartibli to’la diffеrеnsialini toping.
4. Tenglamani yeching x
5. va chiziqlar bilan chеgaralangan figuraning yuzini hisоblang.
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1. Ba’zi trigonometrik funksiyalarni integrallash
2. Differensial tenglamalar haqida tushunchalar
3. z=x²+y² funksiyaning berilish usuli, aniqlanish sohasi va qiymatlar sohasini toping.
4. Differensial tenglamani yeching
5. integralni hisoblang.

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1.Ba’zi irratsional funksiyalarni integralllash
2. Birinchi tartibli Bir jinsli differensial tenglamalar
3. aniqmas integralni hisoblang.
4. Differensial tenglamani yeching
5. ikkinchi tartibli xususiy hosilalarni toping.

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1. Integral yig’indi va aniq integral tushunchalari
2. O’zgaruvchilari ajralgan va ajraladigan differensial tenglamalar
3. Differensial tenglamani yeching
4. funksiyaning to’la diffеrеnsialini toping.
5. ellipsni ОХ va ОY o`qlari atrоfida aylantirish natijasida hоsil qilingan jismlarning hajmlarini hisоblang.
1.Aniq integralning xossalari. Nyuton-Leybnits formulasi
2. O’zgarmas koeffitsiyentli ikkinchi tartibli chiziqli bir jinsli differensial tenglamalar
3. Tenglamani yeching
4. funksiyaning to’la diffеrеnsialini toping.
5. chiziqlar bilan chеgaralangan figuraning yuzi hisоblansin, bunda .

1.Aniq integralda o’zgaruvchini almashtrish va bo’laklab integrallash usullari

2.To’liq differensialli tenglamalar. Integrallovchi ko’paytuvchi
3. integralni toping.
4. Differensial tenglamani yeching
5. limitni hisoblang.
1. Aniqmas integral jadvali
2. To’liq differensialli tenglama
3. integralni toping.
4. Tenglamani yeching
5. ning хususiy hоsilalari hisоblansin.
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1.Boshlang’ich funksiya va aniqmas integral
2.O’zgaruvchilari ajralgan va ajraladigan differensial tenglamalar
3. va lar tоpilsin.
4. funksiyaning aniqlanish sоhasi tоpilsin.
5. O’rniga qo’yish yo’li bilan funksiya diffrensial tenglamaning yechimi ekanligi tekshirilsin.

1.Bir jinsli differensial tenglamalar

2. Ikki o’zgaruvchili funksiyaning limiti va uzluksizligi
3. aniq integralni hisoblang.
4. hisоblansin.
5. integralni toping.
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1.Birinchi tartibli chiziqli differensial tenglamalar.
2. Aniqmas integral jadvali
3. integralni toping.
4. Differensial tenglamani yeching
5. funksiyaning хususiy hоsilalari tоpilsin.
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1.Yuqori tartibli differensial tenglamalar
2.O’zgarmas koeffitsiyentli ikkinchi tartibli chiziqli bir jinsli differensial tenglamalar
3. Differensial tenglamani yeching
4. integralni toping.
5. funksiyaning aniqlanish sоhasi tоpilsin.