Chapter 9: Further Mechanics 2: Kinematics

A-level Further MathsFurther Mechanics 1 & 23 topicsHigher

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Further Mechanics 2: Kinematics: Edexcel Further Maths Optional Long-Answer Questions

Examiner-style long-answer practice with automatic marking, improvement advice and ProofCoach tracking.

4 questions32 marks64 min

standard / hard / synoptic

8 marksfindstandardEdexcel

FM09-1 Find the required result for Further Mechanics 2: Kinematics. Given A particle moves with acceleration a = 6t - 4

m\,s^{-2}

, initial velocity 3

m\,s^{-1}

and initial displacement 2 m. Use integrate acceleration and velocity with constants. (8 marks)

Define the variables, diagram labels, distribution parameters or algorithm table columns needed.
Substitute the concrete values from the question before simplifying.
Show the intermediate line that earns the main method mark.
Complete the calculation, table trace or proof and state the final result.

0 characters

Write your answer first, then mark it.

8 marksshow thathardEdexcel

FM09-2 Show that v =

3t^{2}

- 4t + 3 for Further Mechanics 2: Kinematics. Start from A particle moves with acceleration a = 6t - 4

m\,s^{-2}

, initial velocity 3

m\,s^{-1}

and initial displacement 2 m. (8 marks)

Define the variables, diagram labels, distribution parameters or algorithm table columns needed.
Substitute the concrete values from the question before simplifying.
Show the intermediate line that earns the main method mark.
Complete the calculation, table trace or proof and state the final result.

0 characters

Write your answer first, then mark it.

8 marksdeterminehardEdexcel

FM09-3 Determine the requested value in this structured Further Mechanics 2: Kinematics problem: find displacement when t = 4. Use the same data: A particle moves with acceleration a = 6t - 4

m\,s^{-2}

, initial velocity 3

m\,s^{-1}

and initial displacement 2 m. (8 marks)

Define the variables, diagram labels, distribution parameters or algorithm table columns needed.
Substitute the concrete values from the question before simplifying.
Show the intermediate line that earns the main method mark.
Complete the calculation, table trace or proof and state the final result.

0 characters

Write your answer first, then mark it.

8 markshencesynopticEdexcel

FM09-4 Hence use the result v =

3t^{2}

- 4t + 3 to complete the extension for Further Mechanics 2: Kinematics: find displacement when t = 4. (8 marks)

Define the variables, diagram labels, distribution parameters or algorithm table columns needed.
Substitute the concrete values from the question before simplifying.
Show the intermediate line that earns the main method mark.
Complete the calculation, table trace or proof and state the final result.

0 characters

Write your answer first, then mark it.

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8. Further Mechanics 2: Further Centres of Mass

10. Further Mechanics 2: Dynamics

Key learning objectives

Understand the key principles behind Further Mechanics 2: Kinematics.
Apply these ideas to exam-style questions.
Recall the essential definitions and key terms.