التوصيف,النهايه,الأستمراريه, التفاض

التوصيف,النهايه,الأستمراريه, التفاضليه, قواعد التفاضل, معنى المشتقه الموجبه والسالبه,النهايه ,النهايه العظمى والصغرى,الدوال المتساميه, التكامل المحدد و غير المحدد,النظم المثاليه,متوالي’ تايلور وماكلورين, رسم المنحنيات,الأنحناء,التكامل المعتل,تطبيقات التكامل,طول القوس,المساحه والأحجام للأجسام الدورانيه,قانون السلسله, نظري’ القيمه الوسطى,المساحه تحت المنحنى

النتائج (الإنجليزية) 1:

The profile, the end, continuity, differential, rules of calculus, the derivative is positive and negative, end, finish, great and small, transcendental functions, specific and non-specific integration, ideal systems, Metwally ' Taylor, draw a curve, curvature, ailing integration, applications integration, arc length, area and volume of rotational objects, code string, my ' middle value, the area under the curve

النتائج (الإنجليزية) 2:

Characterization, the end, continuity, differential, rules of differentiation, meaning derivative positive and negative, the end, the end, both major and minor, functions transcendent, definite integral and non-specific, perfect systems, successive 'Taylor and Maclaurin, drawing curves, bending, integration ailing, integration applications, arc length, area and the sizes of objects spin, chain rule, my 'middle value, the area under the curve

النتائج (الإنجليزية) 3:

The description, after all, Alastmraryh, derivative, differential calculus, meaning the offeror, great and small, end the end Walsalbh, Almtsamyh functions, integration time and is not specified, the perfect system, successive 'Taylor,Drawing curves, lean, ailing integration, application integration, arc length, surface area and volume of objects, the spin chain, the central value, the space abstract under the curve.