filmov
tv
OCR MEI Core 3 1.09 Solving Equations with y = ln(x)
Показать описание
0:07:00
OCR MEI Core 3 1.10 Solving an Exponential Problem in Context
0:05:25
OCR MEI Core 3 4.09 Tricky Factorisation
0:02:24
OCR MEI Core 3 3.01 Introducing the Modulus Function
0:02:05
OCR MEI Core 1 4.04 Solving x^2 greater than 9
0:03:52
OCR MEI Core 3 1.11 Core 2 Transformations RECAP
0:05:38
OCR MEI Core 3 4.04 Examples of Using the Chain Rule
0:05:07
OCR MEI Core 3 7.15 Examples of Integration by Parts
0:02:45
OCR MEI Core 3 2.04 Given the Range, find the Domain
0:04:32
OCR MEI Core 3 7.16 Examples of Definite Integrals using Integration by Parts
0:03:47
OCR MEI Core 3 3.06 Express 5 less than x less than 9 in the form Ix - aI less than b
0:05:51
OCR MEI Core 3 3.04 Examples of Solving Modulus Equations
0:01:44
OCR MEI Core 3 5.04 Harder Chain Rule - Differentiate exp(4x^3 - 9)
0:03:27
OCR MEI Core 3 7.07 Basic Examples of Integration by Substitution
0:03:46
OCR MEI Core 3 1.08 Solving Equations with y = exp(x)
0:02:15
OCR MEI Core 3 7.04 Reversing the Chain Rule
0:01:27
OCR MEI Core 3 2.10 An Example of a Function that is not Even or Odd
0:10:38
OCR MEI Core 3 3.05 Examples of Solving Modulus Inequalities
0:04:15
OCR MEI Core 1 1.04 Further Examples of Simplifying Surds
0:03:14
OCR MEI Core 1 1.02 Simplifying Surds
0:03:18
OCR MEI Core 3 2.15 Introducing Composite Functions Part 1
0:01:02
OCR MEI Core 3 2.07 Showing a Function is Even algebraically
0:02:54
OCR MEI Core 3 4.11 Using the Product Rule to Differentiate y = (2x + 1)(3x - 3)
0:00:16
#pov : my gcse results vs what i predicted #gcse #gcseresults #gcse2022 #results #shortsvideo
0:02:11
OCR MEI Core 1 1.05 A Sum of Surds
Комментарии