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FireTeam Mechanical Aptitude - Part 2.1 Questions and Explained Answers (2026/2027)

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This document contains questions and verified answers for FireTeam Mechanical Aptitude - Part 2.1 . It includes detailed explanations, revision-focused content, and exam preparation material suitable for 2026/2027 students.

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FireTeam Mechanical Aptitude - Part 2.1

E. C turns clockwise at 25 RPM

Explanation: Axle A is the begin of the system, as indicated via the phrase ‘input.’ The disc on
axle A is half of the diameter of the one it is without delay connected to on axle B. So, for every
1 rotation of A, B might carry out half a rotation.The 2d disc on axle B is hooked up to a disc on
axle C, and is another time half the diameter of the disc on C. So, for each 1 rotation of B, there
may be half a rotation of C.

So, for each 1 rotation of A, there is zero.Five rotations of B, and therefore zero.25 rotations of
C. If A is rotating at 100 RPM (revolutions according to minute), then C is rotating at of that,
or 25 RPM.Axle A rotates clockwise, so B and C can even rotate inside the same course.

Consider the belt pressure machine. Which of the subsequent statements is proper?

A. B turns anti-clockwise at 50 RPM
b. C turns anti-clockwise at 25 RPM
c. A and C turn clockwise and B turns anti-clockwise
d. C turns clockwise at 400 RPM
e. C turns clockwise at 25 RPM


c. C

Explanation: C could require the least force to raise the weight. This is because of the pulley
gadget hired in scenario C. The greater pulleys you've got the extra elements of the rope act at
the weight.

Which of the above structures requires the least pressure at F to boost the weight of 1 kg?
A. A
b. B
c. C
d. They are all of the same
e. B and C do now not paintings


c. C

Explanation: C might require the finest length of rope to lift the load by using that distance. The
distance that the load is lifted by means of relies upon on what number of pulleys there are.

, Each pulley used is an event when the rope is looped around. The more instances the rope is
looped around, the further it must be pulled to raise the pulley and the weight attached to it.

Considering the above structures, if you want to raise the load by using 100mm, which rope will
need to be pulled in addition?
A. A
b. B
c. C
d. They are all the identical
e. B and C do no longer work


b. B must be lighter than A

Explanation: The distance from the fulcrum (point on which the beam rests) and the load used
are proportional to the force produced. As a weight is located in addition far from the fulcrum,
the force increases. Therefore, if the space doubles, to create the equal pressure as on the
alternative aspect, the burden used must be halved.

If you want the beam to stability:
a. B ought to be heavier than A
b. B should be lighter than A
c. B should have an identical weight to A
d. It does now not paintings like that
e. B have to be higher than A


e. Use a protracted spanner but hold it at B

Explanation: A comparable idea to question four is employed here. Using a longer spanner and
conserving it at point B – the furthest point of the spanner from the nut – will supply the best
situations to use the least amount of pressure to loosen the nut.

The nut may be very tight. The easiest scenario to loosen the nut might be to:
a. Use a brief spanner and hold it at A
b. Use a brief spanner and preserve it at B
c. Use a spanner which grips the nut tightly
d. Use an extended spanner however maintain it at A
e. Use a long spanner but preserve it at B


e. 12cm

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