SQA Advanced Higher Mathematics of Mechanics C802 77 · 3.9
Solving a first-order linear differential equation with variables separable
- Code
- 3.9
- In
- 3 Mathematical techniques for mechanics
- Course
- Advanced Higher Mathematics of Mechanics C802 77
- Board
- SQA
Grade boundaries·SQA command words
Codes and titles are read by a script from SQA's published specification and have not been checked by a person. What each point covers is in the specification itself: SQA’s specification.
Points in 3 Mathematical techniques for mechanics
- 3.1 Partial fractions
- 3.2 Differentiating, exponential, natural logarithmic, and trigonometric functions
- 3.3 The chain rule, and the product and quotient rules
- 3.4 Finding the derivative where relationships are defined implicitly or parametrically
- 3.5 Integrating expressions using standard results
- 3.6 Integrating using a substitution
- 3.7 Integrating by parts
- 3.8 Applying integration to a range of physical situations
- 3.9 Solving a first-order linear differential equation with variables separable
- 3.10 Solving a first-order linear differential equation using an integrating factor
- 3.11 Solving a second-order homogeneous differential equation
- 3.12 Applying mathematical techniques to problems