June 2018 and 2019 Paper 2 GCE A/L Pure Mathematics with Mechanics - Introduction to GCE A/L 2019
June 2018 and 2019 Paper 2 GCE A/L Pure Mathematics with Mechanics: Introduction Topics
Introduction
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Pure Math Mech June 2019 Paper 2 Solutions
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Pure Math Mech June 2018 Paper 2 Solutions
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MECHANICAL ENGINEER

Ecole Normale Supérieure des Travaux Publics
None

NATIONAL ADVANCED SCHOOL OF PUBLIC WORKS YAOUNDE

Faculty of Engineering and Technology of the University of Buea

Faculty of Engineering and Technology of the University of Buea

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Please help me solve this problem
Question 2 june 2018 from your calculations e=1/3
Page 3
Page 2
Solution to June 2018 qn 7 by Johan
This is thé solution to the question (# Q6 PMM GCE jeune 2018)
Question 7 June 2018
Using : P/v = 14.28×1000/6m/s
=2371.6N
a- considering the car and the carriage as a single body the acceleration of the system
F - R = ma
2371.6 - (639 - 280) = ( 1400 +700)a
2021.6 = 2100a
a= 0.96m/s^2
b- T - 280 = 700a
T - 280 = 490
T = 770N
c- F = P/V
= 14.28 × 1000/12
= 1190N
So, F - R = ma
1190-(630-230) = 1400+ 700a
280 = 2100a
a = 0.13 m/s^2
d- time taken ,
We have first,280=700a
a=-0.4m/s^2
Retardation of its carriage at rest
Using
V= u + at
0= 12 + ( -0.4)t
-12= -0.4t
T= 30 s
Faith's solution
That was good Faith but you made a mistake when calculating the acceleration in the (a) part of the question. You were supposed to add the resistances not subtract them. F-R=ma, R = 639 + 280 = 919, a = (F-R)/m = (2371.6-919)/(1400+700) = 0.7 in meters per squared seconds
This is the solution to the question on impacts (# GCE june 2018 Q7)
You've not uploaded any solution Rene, please do so this evening