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MC · Practice test

Mechanical Comprehension Practice Test 1

Mechanical Comprehension tests how well you understand simple machines and physical forces. This first MC form has 15 questions with a 22-minute limit. MC is not part of the AFQT, but it is used in line scores for many mechanical, maintenance and combat jobs.

  • 15 questions
  • 22 minutes
  • Every answer explained
  1. Pick your answers. You can change them until you check.
  2. Check my answers scores the test by subtest and opens every explanation.
0 / 15 answered

Mechanical Comprehension

15 questions · 22 min on the real test
Question 1 · MC · easy

An airliner cruises at a steady 240 m/s in a straight, level line. What is its acceleration?

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Answer: D

Correct answer: 0 m/s². Acceleration measures how quickly velocity changes. Constant speed in a straight line means the velocity never changes, so the acceleration is zero no matter how fast the plane is going.

  • A: This confuses speed with acceleration; a high speed does not mean the velocity is changing.
  • B: That is the acceleration of free fall, but a plane in steady level flight is not falling.
  • C: There is no change in velocity to divide by time, so no nonzero acceleration applies.
  • D (correct): Its speed and direction are both constant, so its velocity is not changing and its acceleration is zero.
Question 2 · MC · easy

A 100 mm motor pulley turns at 1,500 rpm and drives a 300 mm pulley with a belt that does not slip. How fast does the larger pulley turn?

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Answer: A

Correct answer: 500 rpm. With no slip,

  • A (correct): Using D1N1 = D2N2, 1,500 times 100 / 300 = 500 rpm.
  • B: Sharing a belt means the rim speeds match, not the rpm; the larger pulley turns fewer times.
  • C: This divides by the diameter ratio squared (9), but speed changes by the simple diameter ratio of 3.
  • D: This inverts the ratio; a larger driven pulley must turn slower, not faster.
Question 3 · MC · easy

Three open containers sit side by side: a narrow tube, a wide tank, and a vase whose walls flare outward. Each is filled with fresh water to a depth of 2 m. Where is the water pressure at the bottom greatest?

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Answer: A

Correct answer: It is the same at all three bottoms. The pressure from a still liquid is , which contains no width or volume. With the same liquid and the same 2 m depth, the bottom pressure is identical in all three.

  • A (correct): Liquid pressure depends only on density, g, and depth, and the depth is 2 m in every container.
  • B: Slanted or flared walls do not change the pressure at a given depth.
  • C: The tank holds more water, but the extra water rests on a larger floor, so pressure does not increase.
  • D: Concentrating the water in a thin tube does not raise the pressure; only depth matters.
Question 4 · MC · easy

A mechanic suspects a pinhole leak in a hydraulic hose. What is the safe way to look for it?

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Answer: A

Correct answer: Pass a piece of cardboard near the hose. Never use skin to find a hydraulic leak, because a pinhole jet can inject oil under the skin. Use cardboard or another tool, and depressurize the system first when possible.

  • A (correct): Cardboard shows the spray without putting skin in the jet's path.
  • B: Raising the relief setting can exceed part ratings and makes any jet more dangerous.
  • C: A fine jet of oil can pierce skin and inject fluid under it, causing a serious injury.
  • D: Ordinary gloves do not stop a high-pressure jet, so this still risks an injection injury.
Question 5 · MC · medium

In an ideal hydraulic press, a 50 N force pushes on an input piston of 4 square centimeters. The output piston has an area of 36 square centimeters. What force does the output piston exert?

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Answer: A

Correct answer: 450 N. Pressure is equal on both pistons, so

N
  • A (correct): The area ratio is 36 ÷ 4 = 9, so the output force is 50 × 9 = 450 N.
  • B: This multiplies by the output area alone and ignores the input area.
  • C: This multiplies by the 4 square centimeter input area instead of by the area ratio of 9.
  • D: This flips the area ratio, as if the larger piston reduced the force.
Question 6 · MC · medium

A 3 kg mass hangs at rest from a vertical spring with

N/m. Using

m/s²

how far is the spring stretched from its natural length?

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Answer: D

Correct answer: 0.05 m. At rest the spring force balances the weight, so

The weight is

N
  • A: This treats the 3 kg mass as a 3 N force instead of converting it to weight with mg.
  • B: This halves the correct stretch, as if the spring carried only half the weight.
  • C: This is a decimal slip, dividing 30 N by 60 instead of 600.
  • D (correct): The weight is 3 times 10, or 30 N, and 30 divided by 600 gives 0.05 m.
Question 7 · MC · medium

A 500 W motor must do 45,000 J of work to hoist a load. How long will it take?

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Answer: B

Correct answer: 90 s. Rearrange

P = W/t

to get

t = W/P = 45,000

J ÷ 500 W = 90 s.

  • A: This divides power by work, inverting the relationship t = W/P.
  • B (correct): Time equals work divided by power: 45,000 ÷ 500 = 90 s.
  • C: This is ten times too long, a place-value slip in the division.
  • D: This is ten times too short, a place-value slip in the division.
Question 8 · MC · medium

A 60 kg firefighter climbs stairs that rise a total of 12 m in 40 s. Using

g = 10 m/s²

what average power does the climb require?

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Answer: A

Correct answer: 180 W. Work against gravity: W = mgh =

60 × 10 × 12 = 7,200 J
  • A (correct): Work is 60 × 10 × 12 = 7,200 J, and 7,200 ÷ 40 = 180 W.
  • B: This uses mass instead of weight, leaving out g.
  • C: This is the work in joules; it still has to be divided by the 40 s.
  • D: This is ten times too large, a place-value slip in the division.
Question 9 · MC · medium

Four ropes pull on a metal ring: 50 N east, 50 N west, 70 N north, and 40 N south. What happens to the ring?

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Answer: C

Correct answer: It accelerates north, with a net force of 30 N. Treat each direction separately. East-west:

50 − 50 = 0

North-south:

70 − 40 = 30

N toward the north. Since one sum is not zero, the ring accelerates north.

  • A: Both the horizontal and the vertical sums must be zero; the vertical sum is not.
  • B: This adds all four magnitudes, ignoring that opposite forces subtract.
  • C (correct): Horizontal forces cancel (50 − 50 = 0), but vertically 70 − 40 = 30 N is left over toward the north.
  • D: The larger vertical pull is the 70 N northward one, so the leftover force points north.
Question 10 · MC · medium

A 48-tooth input gear at 90 rpm drives a 16-tooth output pinion. What is the output rotational speed magnitude?

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Answer: D

The 48-tooth driver moves three output circumferences per turn, so

90(48/16) = 270 rpm

This response follows the specified gear geometry and the assumptions in the question.

  • A: This is the reciprocal reduction calculation, which would suit a small driver and large output.
  • B: Unequal tooth counts on a direct mesh do not produce one-to-one speeds.
  • C: 144 rpm does not follow from the tooth ratio 48/16 = 3; the output must be 90 × 3 = 270 rpm.
  • D (correct): The 48-tooth driver moves three output circumferences per turn, so 90(48/16) = 270 rpm.
Question 11 · MC · medium

A screw press has a single-start thread with a lead of 5 mm and is turned by a handle with a radius of 0.35 m. What is its approximate ideal mechanical advantage?

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Answer: B

Correct answer: 440. Put both lengths in meters: 5 mm = 0.005 m.

  • A: Dividing the radius by the lead leaves out the 2 pi needed for the full circle.
  • B (correct): IMA is 2 pi times 0.35 m divided by 0.005 m, which is about 440.
  • C: Using 0.35 m as a radius and then doubling again treats it as a diameter in the formula.
  • D: Using pi times the radius counts only half of the handle's circular path.
Question 12 · MC · hard

A seesaw pivots at its center. A 400 N child sits 1.5 m to the left of the pivot. On the right side, a 300 N child sits 1.0 m from the pivot. Where on the right side must a 200 N child sit so the seesaw balances?

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Answer: C

Correct answer: 1.5 m from the pivot. Counterclockwise moment:

N·m. Clockwise moments must also total 600 N·m:

so
and
m
  • A: This ignores the 300 N child already on the right, making the 200 N child balance all 600 N·m alone.
  • B: This subtracts the weights first (400 minus 300) instead of subtracting the moments.
  • C (correct): The left moment is 600 N·m; the 300 N child supplies 300 N·m, so the 200 N child must supply 300 N·m at 1.5 m.
  • D: This adds the 300 N·m on the right to the left side's moment instead of subtracting it.
Question 13 · MC · hard

A 0.2 kg iron bolt (

J/(kg·K)) is at 300°C. A bucket holds 5 kg of water (

J/(kg·K)) at 40°C. If each were cooled to 0°C, which would give up more heat, and about how many times as much?

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Answer: B

Correct answer: The water, about 31 times as much. Bolt:

J

Water:

J

840,000/27,000 ≈ 31, so the cooler but much larger, high-specific-heat water holds far more energy.

  • A: This compares only the temperatures, 300/40, ignoring mass and specific heat.
  • B (correct): The water releases 840,000 J and the bolt releases 27,000 J; 840,000/27,000 is about 31.
  • C: Temperature alone does not set stored thermal energy; mass and specific heat matter too.
  • D: This compares only the specific heats, 4,200/450, and leaves out the masses and temperature drops.
Question 14 · MC · hard

A 400 N crate rests on a 30 degree ramp with a static coefficient of 0.6. A worker pushes on it with 300 N directed up the ramp, parallel to the surface, and the crate does not move. What is the static friction force on the crate?

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Answer: A

Correct answer: 100 N, pointing down the ramp. Gravity's pull along the ramp is

N downhill. The 300 N push up the ramp exceeds it by 100 N, so static friction supplies 100 N down the ramp. The limit is

N

so the crate stays at rest.

  • A (correct): The push exceeds gravity's 200 N downhill pull by 100 N, so the crate tends to move uphill and friction holds it back.
  • B: This ignores gravity's downhill component, which already balances part of the push.
  • C: This is the static limit, which is reached only when the crate is about to slip.
  • D: Friction opposes the tendency to slip, and here the net tendency is uphill, not downhill.
Question 15 · MC · hard

A gearbox receives 15 N·m at 1,000 rpm and has a 4:1 reduction. It is 92 percent efficient. What are the output speed and output torque?

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Answer: B

Correct answer: 250 rpm and 55.2 N·m. Output speed is set only by the tooth ratio:

rpm

Efficiency lowers the torque, not the speed:

N·m.

  • A: This applies the efficiency to the speed, but teeth cannot slip, so speed stays exactly as the ratio sets it.
  • B (correct): Speed follows the tooth ratio exactly, 1,000 / 4 = 250 rpm, and torque is 0.92 times 4 times 15 = 55.2 N·m.
  • C: These are the ideal values; the 92 percent efficiency must reduce the torque.
  • D: This reduces both speed and torque, counting the friction loss twice.

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About this test

All twelve MC lessons feed this form. It gives special attention to gears and gear trains, hydraulics and pneumatics, and work, power and energy, and also covers forces and equilibrium, levers, pulleys, inclined planes and screws, pressure and buoyancy, motion, friction, springs, and heat and materials. You will see 4 easy, 7 medium and 4 hard questions, and none of them is used in another practice test.

Many MC items include a diagram, so take a moment to trace the direction of motion before choosing. Work under the timer without notes, then review the explanations for each miss; they show the principle behind the right answer. Your result is practice accuracy for this form and is not an MC standard score or a line score.

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