- Fixed pulley: mechanical advantage?
- 1 — a single fixed pulley only changes the direction of the force; it does not reduce the effort needed.
- Movable pulley: mechanical advantage?
- 2 — a movable pulley supports the load on two rope segments, so it halves the effort (but you pull twice the rope).
- How do you find a pulley system's mechanical advantage?
- Count the rope segments that actually support the load. That number is the mechanical advantage.
- Effort needed to lift a load with a pulley system?
- Effort = load ÷ number of supporting rope segments.
- Block and tackle: what is it?
- A system of fixed and movable pulleys. Its mechanical advantage equals the number of rope segments supporting the load.
- Block and tackle with 4 supporting segments lifting 200 lb — effort?
- 200 ÷ 4 = 50 lb of effort (you pull 4 ft of rope per 1 ft the load rises).
- The golden rule of every simple machine?
- A machine never gives free work — any force you save is paid back in extra distance.
- Mechanical advantage, defined?
- Output force ÷ input force — the factor by which a machine multiplies your effort.
- Law of the lever?
- Effort × effort-arm = load × load-arm. A longer effort arm multiplies your force.
- Class 1 lever: where is the fulcrum?
- In the middle, between effort and load. Examples: crowbar, seesaw, pliers.
- Class 2 lever: what's in the middle?
- The load is in the middle. It always multiplies force (MA > 1). Examples: wheelbarrow, nutcracker.
- Class 3 lever: what's in the middle?
- The effort is in the middle. It trades force for speed/range (MA < 1). Examples: tweezers, the human forearm.
- Fulcrum, defined?
- The fixed pivot point a lever turns on.
- Which lever class always multiplies force?
- Class 2 (load in the middle) — its effort arm is always longer than its load arm.
- Pry bar: 200 lb load 1 ft from fulcrum, effort applied 4 ft from fulcrum — effort?
- effort × 4 = 200 × 1, so effort = 50 lb (mechanical advantage of 4).
- Two externally meshed gears turn which way relative to each other?
- Opposite directions — if one turns clockwise, the other turns counterclockwise.
- Gear ratio formula?
- Driven gear teeth ÷ driver gear teeth.
- 20-tooth driver meshes a 60-tooth driven gear — gear ratio?
- 60 ÷ 20 = 3 : 1. The driven gear turns 1/3 as fast with 3× the torque.
- A larger gear turns how, compared to a smaller one?
- Slower, but with more torque. A smaller gear turns faster with less torque.
- What does an idler gear do?
- It reverses the direction of rotation but does NOT change the overall gear ratio.
- Torque, defined?
- A turning or twisting force, equal to the applied force times the distance from the pivot (the lever arm).
- Two ways to increase torque?
- Push harder (more force) or apply the force farther from the pivot (longer lever arm).
- Why does a longer wrench loosen a tight bolt more easily?
- It increases the lever arm, so the same push produces more torque.
- Pascal's principle?
- Pressure applied to a confined fluid is transmitted equally throughout it.
- Hydraulic force formula?
- Force = pressure × area. A larger piston area produces a larger force at the same pressure.
- 50 lb on a 2 sq in piston — what is the pressure?
- P = F ÷ A = 50 ÷ 2 = 25 psi.
- 25 psi acting on a 20 sq in output piston — what force?
- F = P × A = 25 × 20 = 500 lb.
- Hydraulic mechanical advantage formula?
- Output piston area ÷ input piston area (A₂ ÷ A₁).
- Inclined plane: what does it do?
- Reduces the force needed to raise a load by spreading the work over a longer distance.
- Inclined plane mechanical advantage formula?
- Slope length ÷ vertical height.
- 5 ft ramp rising 1 ft, 100 lb load — effort to push it up?
- MA = 5 ÷ 1 = 5, so effort = 100 ÷ 5 = 20 lb (pushed the full 5 ft).
- A wedge is a type of which simple machine?
- A moving inclined plane — it converts a forward force into a splitting/sideways force.
- A screw is a type of which simple machine?
- An inclined plane wrapped around a cylinder.
- Screw pitch, defined?
- The distance a screw advances along its axis in one complete turn.
- Screw with 0.1 in pitch turned 50 times advances how far?
- 0.1 × 50 = 5 inches.
- Wheel and axle mechanical advantage?
- Wheel radius ÷ axle radius. A big wheel turning a small axle multiplies force.
- Two pulleys joined by a belt — how do their speeds compare?
- The smaller pulley turns faster; speed is inversely proportional to diameter.
- 2 in pulley driving a 4 in pulley at 200 RPM — driven speed?
- 200 × (2 ÷ 4) = 100 RPM (the larger pulley turns slower).
- Which way does a belt make two pulleys turn (open belt)?
- The same direction (unlike meshed gears, which turn opposite).
- Thrust bearing: what load does it support?
- Axial loads — forces acting along the shaft's axis.
- Where do you hook a cable to lift a uniform beam so it stays horizontal?
- At its center of gravity (the midpoint of a uniform beam).
- Center of gravity, defined?
- The point where an object's weight is balanced — it behaves as if all the weight acts there.
- Which wagon needs less force to pull up a ramp — heavier or lighter?
- The lighter one. Required force increases with the load's weight.
- Springs: a stiffer spring requires what to compress the same distance?
- More force. Force = spring constant × compression (Hooke's law).
- Friction acts in which direction?
- Opposite to the direction of motion (or attempted motion).
- Pressure, defined?
- Force per unit area: P = F ÷ A. Same force over a smaller area gives higher pressure.
- Gauge pressure vs. absolute pressure?
- Absolute = gauge + atmospheric. A gauge reads pressure above atmospheric.
- Gauge reads 300 kPa, atmosphere is 100 kPa — absolute pressure?
- 300 + 100 = 400 kPa.
- Why does water exert more pressure at the bottom of a tank?
- Fluid pressure increases with depth (weight of the fluid above).
- Equilibrium: when is an object balanced?
- When all forces and all torques on it sum to zero — no net force, no net rotation.
- Two kids on a seesaw balance how?
- When weight × distance is equal on both sides of the fulcrum.
- Heavier child sits where to balance a lighter one on a seesaw?
- Closer to the fulcrum (shorter arm), so weight × distance matches the lighter, farther child.
- Compound machine, defined?
- Two or more simple machines working together; their mechanical advantages multiply.
- A gear with more teeth produces what, relative to a smaller meshed gear?
- More torque but lower speed.
- Cam and follower: what does the cam convert?
- Rotary motion into reciprocating (back-and-forth) linear motion.
- Cam lift, defined?
- How far the follower moves between the cam's base circle and its highest point.
- Velocity ratio of a machine?
- Distance moved by the effort ÷ distance moved by the load.
- Why isn't real mechanical advantage equal to the ideal value?
- Friction wastes some input, so actual mechanical advantage is a bit lower than ideal.
- Efficiency of a machine?
- Useful work output ÷ work input, always less than 100% because of friction.
- Linkage, defined?
- A set of connected rigid bars that transmit or transform motion and force.
- Hydraulic jack: why can a small pump force lift a car?
- A small input piston and a large output piston share one pressure; the large area gives a large force.
- Doubling a lever's effort arm does what to the force you can apply?
- Doubles the force (torque), for the same effort.
- What pictured cue tells you a CAST pulley question's answer?
- How many rope segments support the load — count them, that's the mechanical advantage.
- Conveyor with a smaller driver pulley — load belt moves how?
- Slower than the driver's surface speed only if diameters differ; same belt speed, but the larger pulley turns slower.
- Pinion and rack: 10-tooth pinion, one full turn moves the rack how?
- By the circumference covered by all 10 teeth — the pitch length times 10.
- Newton's first law in plain terms?
- An object at rest stays at rest, and one in motion keeps moving, unless a net force acts on it.
- More mechanical advantage always costs you what?
- Distance (or speed) — you move the effort farther than the load moves.
- Scale, defined (graphic arithmetic)?
- The ratio of a length on a drawing to the real length it represents (e.g. 1 in = 10 ft).
- Real value from a drawing measurement?
- Real value = drawing measurement × scale factor.
- Scale 1 in = 30 ft; a wall is 4 in on the print — real length?
- 4 × 30 = 120 feet.
- Finding a real area from a scaled drawing — what's the rule?
- Convert each dimension to real units FIRST, then multiply length × width.
- Room drawn 4 in by 6 in at 1 in = 30 ft — real area?
- 120 ft × 180 ft = 21,600 sq ft.
- Pool drawn 3 in by 2 in at 1 in = 10 ft — real floor area?
- 30 ft × 20 ft = 600 sq ft.
- Why can't you trust line lengths by eye on a CAST drawing?
- CAST drawings are often 'not drawn exactly to scale' — use the printed dimensions and stated scale.
- How many drawings does the Graphic Arithmetic section usually contain?
- Two drawings, each followed by several questions.
- Is a calculator allowed on Graphic Arithmetic?
- Yes — the official CAST-R brochure permits a calculator on this section. Confirm with your utility.
- Best way to avoid a scale conversion error?
- Write the scale as a fraction with units (10 ft / 1 in) so the inches cancel when you multiply.
- Perimeter of a rectangle?
- 2 × (length + width).
- Area of a rectangle?
- Length × width.
- Total distance along a path on a print?
- Add the real lengths of each segment (convert each from the scale first).
- Scale model 8 in long represents 240 ft. The scale is?
- 240 ÷ 8 = 30 ft per inch (1 in = 30 ft).
- Map: 2 in × 3 in lot at 1 in = ? if 2 in = 100 ft, the scale?
- 100 ÷ 2 = 50 ft per inch (1 in = 50 ft).
- Hallway 9 in long at 1 in = 5 ft — real length?
- 9 × 5 = 45 feet.
- Driveway 6.4 in long at 1 in = 25 ft — real length?
- 6.4 × 25 = 160 feet.
- If a real length is reduced by a linear scale factor of 5, area shrinks by?
- 25 (area scales by the square of the linear factor: 5² = 25).
- Most common graphic-arithmetic mistake?
- Misreading the scale, or measuring by eye on a not-to-scale drawing instead of using the printed dimension.
- How do you read a dimension line on a drawing?
- Use the number printed between the extension lines, not the visual length of the line.
- Equilateral triangle side 2 in at 1 in = 25 ft — perimeter?
- Each side 2 × 25 = 50 ft; perimeter = 3 × 50 = 150 ft.
- Why answer the EXACT quantity asked on graphic arithmetic?
- Wrong answers often give a related value (perimeter when asked for area) — read whether it wants length, area, or count.
- Distance, rate, time formula?
- Distance = rate × time. Rearrange: time = distance ÷ rate; rate = distance ÷ time.
- 45 mph for 15 minutes — distance traveled?
- 15 min = 0.25 hr; 45 × 0.25 = 11.25 miles. (Match units first.)
- Percent of a number — how to compute?
- Convert the percent to a decimal and multiply: 15% of 80 = 0.15 × 80 = 12.
- Percent change formula?
- (change ÷ original) × 100. Always divide by the ORIGINAL value.
- 45 to 63 service calls — percent increase?
- (18 ÷ 45) × 100 = 40% increase.
- Proportion, defined?
- A statement that two ratios are equal (a/b = c/d). Solve by cross-multiplying.
- Cement-to-sand ratio 2 : 5, batch of 35 total parts — cement parts?
- 2/(2+5) × 35 = 10 parts cement.
- Dimensional analysis — how does it prevent errors?
- Multiply by a factor written so the old unit cancels and the wanted unit remains.
- 1 foot equals how many inches?
- 12 inches.
- 1 yard equals how many feet?
- 3 feet.
- 1 mile equals how many feet?
- 5,280 feet.
- 1 square yard equals how many square feet?
- 9 square feet (3 ft × 3 ft).
- 144 sq ft is how many square yards?
- 144 ÷ 9 = 16 square yards.
- 1 foot is about how many meters?
- About 0.305 meters (1 m ≈ 3.28 ft).
- Solve 3x − 5 = 16.
- 3x = 21, so x = 7. (Add 5, then divide by 3.)
- Average (mean) formula?
- Sum of the values ÷ how many values.
- Area of a rectangle, with units?
- Length × width, giving square units (e.g. sq ft).
- Volume of a box?
- Length × width × height, giving cubic units.
- Sum of three consecutive even numbers is 90 — the smallest?
- Let them be n, n+2, n+4: 3n + 6 = 90, n = 28.
- Memorize: 1/4 as a percent?
- 25%.
- Memorize: 1/5 as a percent?
- 20%.
- Memorize: 3/4 as a percent?
- 75%.
- Memorize: 1/3 as a percent?
- About 33% (0.333…).
- Memorize: 1/8 as a percent?
- 12.5%.
- Tank 25% full, add 750 L to reach 50% — total capacity?
- 750 L = 25% of capacity, so capacity = 3,000 L.
- Distribute 600 bricks equally among 6 workers — each gets?
- 600 ÷ 6 = 100 bricks each. (Total ÷ number of people for an equal split.)
- Round-trip 40 km/h out and 60 km/h back — average speed?
- Use the harmonic mean: 2(40)(60)/(40+60) = 48 km/h, not 50.
- Find 10% of a number quickly?
- Move the decimal one place left (10% of 250 = 25).
- Find 5% of a number quickly?
- Take half of 10% (5% of 250 = 12.5).
- Why answer every CAST question even if guessing?
- There is no penalty for wrong answers, so a guess can only help your score.
- Set up a proportion consistently — what must match?
- Keep the same item type in the same position on both sides (e.g. bags over area on each side).
- Golden rule of CAST reading comprehension?
- Answer using only what the passage says — never outside trade knowledge or what's true in general.
- Detail (fact) question — how to attack it?
- Scan the passage for the keyword from the question, then read the exact sentence.
- Main-idea question — how to attack it?
- Look at the first and last sentences for the overall point; ignore minor details.
- Inference question — how to attack it?
- Combine facts the passage states; don't add outside assumptions.
- Most common wrong-answer trap in reading?
- A choice that's true in real life but NOT supported by the passage.
- Qualifier words to watch (always, never, only, must)?
- They change a statement's meaning — the correct choice matches the passage's qualifiers exactly.
- How many passages does Reading for Comprehension usually have?
- About four passages, each followed by several multiple-choice questions.
- Time-saving reading strategy?
- Skim the questions before the passage so you know which keywords to scan for.
- A rule passage — what two parts should you separate?
- The condition (when it applies) and the required action (what must be done).
- Passage says a capacitor holds a charge after disconnection — safe conclusion?
- Treat a disconnected capacitor as if it may still hold a dangerous charge.
- If the passage doesn't state it, the answer is?
- Wrong — even if it sounds reasonable or is true on the job.
- Best clue for a vocabulary-in-context question?
- The surrounding sentence — use how the word is used in the passage, not a memorized definition.
- Why does the CAST test reading?
- Utility craft work runs on written orders, procedures, and safety rules you must understand precisely.
- Hot stick made of fiberglass — why?
- Fiberglass doesn't conduct electricity, so a lineworker can safely handle energized equipment from a distance.
- Before re-energizing a transformer taken out of service, confirm what?
- That the grounds are confirmed in place (per the passage's stated procedure).
- If a substation logbook records who leaves last, who is responsible for locking up?
- The last person to leave, per the logbook procedure.
- Read the question stem carefully — what's the risk if you don't?
- Answering a slightly different question than the one asked (e.g. cause vs. effect).
- What does CAST stand for?
- Construction and Skilled Trades — an EEI selection test for utility craft jobs.
- Who publishes the CAST?
- The Edison Electric Institute (EEI), the trade association of U.S. investor-owned electric utilities.
- What are the four sections of the legacy CAST?
- Graphic Arithmetic, Mechanical Concepts, Reading for Comprehension, and Mathematical Usage.
- What changed in CAST-R (the revised version)?
- It replaced Mathematical Usage with the Work Preferences Inventory, a work-style questionnaire.
- What is the Work Preferences Inventory?
- A behavioral/work-style questionnaire on CAST-R with no right or wrong answers — you rate how strongly you agree with statements.
- How is the CAST scored?
- Section scores combine into one Total Test Score (an index, 1–10 on CAST-R) predicting probability of job success.
- Is there a penalty for wrong answers on the CAST?
- No — answer every question, even guesses.
- How long does the CAST take?
- CAST-R is administered in about two hours; the legacy four-cognitive CAST runs roughly 87–90 minutes.
- Which CAST section has the most questions?
- Mechanical Concepts — 44 questions.
- How many questions is Graphic Arithmetic?
- 16 questions, with a 30-minute limit.
- How many questions is Reading for Comprehension?
- 32 questions, with a 30-minute limit.
- Who decides the passing/cutoff score on the CAST?
- Each hiring utility sets its own minimum score; there's no single national pass mark.
- Who takes the CAST?
- Candidates for utility construction and skilled-trade jobs — lineworker, T&D craft, substation, facilities, meter service.
- Is the CAST multiple choice?
- Yes — multiple choice, answered on a scannable bubble answer sheet.
- Can you retake the CAST if you don't pass?
- Usually yes after a waiting period set by the utility (often ~30 days); policy varies by employer.
- Is the CAST the same as POSS or MASS?
- No — POSS and MASS are EEI power-plant tests. CAST is for construction and skilled-trade (field/craft) roles.
- Are study aids allowed during the CAST?
- No — no study aids or electronics (other than a permitted calculator on Graphic Arithmetic).
- Each CAST section is timed how?
- Separately — each section has its own time limit, so pace each one independently.
- Work done by a force?
- Work = force × distance moved in the direction of the force.
- Power, defined?
- The rate of doing work: power = work ÷ time.
- First-class lever that only changes direction (MA = 1) has what arm setup?
- Effort arm equals load arm (fulcrum centered) — it redirects force without multiplying it.
- How does adding a second movable pulley change mechanical advantage?
- It adds more supporting rope segments, increasing the mechanical advantage.
- Why does a smaller-radius axle on a wheel-and-axle multiply force more?
- Larger wheel-to-axle radius ratio means greater mechanical advantage (wheel radius ÷ axle radius).
- Three meshed gears (driver, idler, driven) — driven turns which way vs driver?
- The same way as the driver; each mesh flips direction, and two flips return to the original.
- Liquids are nearly incompressible — why does that matter for hydraulics?
- Pressure applied at one point transmits almost instantly and fully throughout the fluid.
- Bigger output piston, same pressure — what happens to force and travel?
- Force goes up; the output piston moves a shorter distance (force traded for distance).
- What balances a torque?
- An equal and opposite torque (force × distance) on the other side of the pivot.
- Ball bearings reduce what?
- Friction between moving parts, by replacing sliding contact with rolling contact.
- Static vs kinetic friction — which is usually larger?
- Static friction (to start motion) is usually larger than kinetic friction (to keep it moving).
- Why use a longer ramp to load heavy equipment?
- A longer, shallower ramp gives more mechanical advantage, so less force is needed (you push it farther).
- Counterweight: what does it do on a crane or lift?
- Balances the load's torque about the pivot so less effort lifts and the machine stays stable.
- Gear with 10 teeth drives one with 40 teeth — output speed vs input?
- One-quarter the input speed (ratio 40 ÷ 10 = 4:1), with 4× the torque.
- Pressure in a closed hydraulic system is the same everywhere — whose principle?
- Pascal's principle.
- If two gears must turn the SAME direction, what do you add?
- An idler gear between them (it flips direction once).
- Mechanical advantage of a single movable pulley plus a fixed pulley (2 segments)?
- 2 — the fixed pulley only redirects; the movable pulley provides the advantage.
- Why does a nutcracker (class 2 lever) crack a nut easily?
- Load in the middle gives a long effort arm, multiplying your squeezing force.
- Cam base circle vs lift — what's the follower's max travel?
- The lift (the radial distance from base circle to the cam's highest point).
- On an inclined plane, a steeper ramp requires what?
- More force (less mechanical advantage) but a shorter push distance.
- Pressure unit psi means?
- Pounds per square inch — force (pounds) divided by area (square inches).
- Hydraulic brakes multiply pedal force using what?
- A larger area at the wheel cylinders than at the master cylinder (force = pressure × area).
- Equal weights at equal distances on a balance — result?
- Balanced (equal torques), so no rotation.
- Larger pulley on a belt drive turns at what speed vs the smaller one?
- Slower — speed is inversely proportional to pulley diameter.
- Why does sand on ice help a tire grip?
- It increases friction between the tire and the surface.
- A 3:1 block and tackle lifting a 90 lb load — effort?
- 90 ÷ 3 = 30 lb (you pull 3 ft of rope per 1 ft of lift).
- Heavier flywheel does what to a rotating machine?
- Stores more rotational energy and smooths out speed changes (more inertia).
- Why hook a lift cable directly above an object's center of gravity?
- So the load hangs level and doesn't tip or swing.
- Two springs in series vs parallel — which is stiffer?
- Parallel springs are stiffer (forces add); series springs are softer (they stretch more).
- What is the effort distance vs load distance on a 4:1 machine?
- Effort moves 4× as far as the load moves.
- Reading a scale of 1/4 in = 1 ft — how many feet is a 3-inch line?
- 3 in ÷ (1/4 in per ft) = 12 feet.
- Two dimensions on a print: 5 ft and 8 ft — area of the rectangle?
- 5 × 8 = 40 square feet.
- A print shows a circle of radius 3 ft (after scaling) — area?
- π × 3² ≈ 3.14 × 9 ≈ 28.3 square feet.
- Circumference of a circle?
- 2 × π × radius (or π × diameter).
- Find the missing side of an L-shaped floor plan — strategy?
- Subtract the known partial lengths from the total length on the opposite side.
- A drawing labeled NTS means?
- Not To Scale — rely on the printed dimensions, not the apparent size.
- Convert a real measurement back to drawing inches — how?
- Real length ÷ scale (real feet per inch) = drawing inches.
- A 200 ft wall at 1 in = 40 ft is how long on the print?
- 200 ÷ 40 = 5 inches.
- Total wire run: 3 ft + 4 ft + 5 ft segments on a print — total?
- 3 + 4 + 5 = 12 feet (sum the real segment lengths).
- Why convert each dimension before multiplying for area, not after?
- Area scales by the square of the linear factor, so converting last gives the wrong factor.
- A part is drawn 2× actual size (1 in drawing = 0.5 in real) — a 4 in line is?
- 4 × 0.5 = 2 inches in reality.
- Read the scale before solving — why is it the first step?
- Every distance and area on the print depends on the scale; using the wrong scale dooms the whole answer.
- Square room of side 1.5 in at 1 in = 50 ft — real side?
- 1.5 × 50 = 75 feet per side.
- Solve 2x + 7 = 19.
- 2x = 12, so x = 6.
- What is 20% of 150?
- 0.20 × 150 = 30.
- What is 1/4 of 240?
- 240 ÷ 4 = 60.
- Average of 12, 18, and 24?
- (12 + 18 + 24) ÷ 3 = 54 ÷ 3 = 18.
- Volume of a box 2 ft × 3 ft × 4 ft?
- 2 × 3 × 4 = 24 cubic feet.
- A tank holds 500 gal and drains at 125 gal/min — how long to empty?
- 500 ÷ 125 = 4 minutes.
- Convert 36 inches to feet.
- 36 ÷ 12 = 3 feet.
- Convert 2.5 hours to minutes.
- 2.5 × 60 = 150 minutes.
- A wall needs 8 studs per 10 ft; how many for 50 ft?
- 8 ÷ 10 = x ÷ 50 → x = 40 studs (set up a proportion).
- What is 3/5 written as a percent?
- 3 ÷ 5 = 0.6 = 60%.
- Cost: 6 fittings for 18 dollars — price per fitting?
- 18 ÷ 6 = 3 dollars each.
- A value drops from 80 to 60 — percent decrease?
- (20 ÷ 80) × 100 = 25% decrease.
- Perimeter of a 12 ft by 8 ft room?
- 2 × (12 + 8) = 40 feet.
- If 3 bags cover 120 sq ft, how many cover 200 sq ft?
- 3/120 = x/200 → x = 5 bags.
- Order of operations (PEMDAS)?
- Parentheses, Exponents, Multiply/Divide (left to right), Add/Subtract (left to right).
- Evaluate 4 + 6 × 2.
- Multiply first: 6 × 2 = 12, then 4 + 12 = 16.
- Convert 0.75 to a fraction.
- 0.75 = 3/4.
- A motor runs 45 min; what fraction of an hour is that?
- 45 ÷ 60 = 3/4 of an hour.
- 15% of 80 is?
- 0.15 × 80 = 12.
- Round 11.25 to the nearest whole number.
- 11 (the decimal 0.25 is below 0.5).
- A passage gives a step list — what kind of question often follows?
- An ordering or 'what comes first/next' question — track the stated sequence.
- Two choices both seem supported — how do you decide?
- Pick the one MORE directly and fully supported by the exact wording of the passage.
- A passage about waterproofing a foundation — its main purpose?
- To prevent water infiltration into the structure.
- Safety passage on working at heights — essential fall-prevention equipment?
- Harnesses (fall-arrest equipment).
- Electrical-safety passage — primary protection near power lines?
- Maintaining a safe distance from the lines.
- Why compact asphalt (per a construction manual)?
- To increase the asphalt's durability and lifespan.
- A suspension-bridge passage lists components — which is NOT typical?
- Electrical wiring isn't a typical structural component of a suspension bridge.
- Reading: should you use what you already know about the trade?
- No — answer only from the passage, even if your trade knowledge differs.
- Signal words for an inference (it 'suggests', 'implies', 'best concludes')?
- They tell you the answer isn't stated outright — build it from stated facts.
- How to handle a long passage on a short timer?
- Skim for structure, read the questions, then scan back for the specific keyword each one needs.
- Passage states a tool's purpose — what kind of question is that answering?
- A detail/fact question — the answer is stated directly in the text.
- An 'EXCEPT' or 'NOT' question — what's the task?
- Find the one choice the passage does NOT support; the other three are all supported.
- Which EEI test is for power-plant operators?
- POSS — the Plant Operator Selection System (not the CAST).
- Which EEI test is for power-plant maintenance/craft?
- MASS — the Power Plant Maintenance Positions Selection System.
- Which EEI test is for degreed technician roles?
- TECH — the Technician Occupations Selection System.
- Across how many job categories was CAST-R validated?
- Six — including transmission & distribution, facilities & repair, electrical repair, and meter service.
- Is the CAST taken at a public test center on demand?
- No — individual utilities administer it as part of their hiring process.
- What does a higher CAST Total Test Score mean?
- A higher predicted probability of success on the job — and a better chance against the employer's cutoff.
- Should you flatly tell candidates 'no calculator on the CAST'?
- No — the official CAST-R brochure permits one on Graphic Arithmetic; confirm with the administering utility.
- Mechanical Concepts items: how many answer choices each?
- Three (A, B, C), usually attached to a pictured mechanical situation.
- What's the smartest way to prepare for the timed sections?
- Take full, separately-timed practice runs so your pacing per section is automatic.
- Why does Mechanical Concepts deserve the most study time?
- It's the largest section (44 questions) and rewards learning a few rules that repeat across items.