First Principles Differentiation What is differentiation from first principles? ?Differentiation from?first principles?uses the?definition?of the?derivative?of a function?f(x) The definition is How...
Limits What are limits in mathematics? When we consider a?limit?in mathematics we look at the tendency of a mathematical process as it approaches, but never quite reaches, an ‘end point’ of some so...
前幾天，我們給大家分享了CB官方對于AP選課的建議，詳情課查看：CB官方建議！申請美國大學不同專業，選擇哪些AP科目更合適？ 今天我們來盤一盤A-Level選課怎么選。 A-Level選課原則 01質量比數量重要 想要申請一...
Differentiation for Kinematics How is differentiation used in kinematics? Displacement,?velocity?and?acceleration?are related by calculus In terms of differentiation and derivatives velocity?is the...
Displacement, Velocity & Acceleration What is kinematics? Kinematics?is the branch of mathematics that models and analyses the?motion?of objects Common words such as?distance, speed?and?acceler...
Modelling with Differentiation What can be modelled with differentiation? Recall that?differentiation?is about the?rate?of?change?of a function and provides a way of finding?minimum?and?maximum?val...
Negative Integrals The area under a curve may appear?fully?or?partially?under the x-axis This is given in the?formula?booklet How do I find the area under a curve when the curve is fully under the ...
Definite Integrals What is a definite integral? The?constant?of?integration?(“+c”) is not needed in?definite?integration “+c” would appear alongside both?F(a)?and?F(b) subtracting means the “+c”’s ...
Integrating Composite Functions (ax+b) What is a composite function? A?composite?function?involves one function being applied after another A composite function may be described as a “function of a...
