10.3 High-Yield Numerical Values and Units

Key Takeaways

  • Memorize numbers by ASTM standard so similar actions — layer counts, 25 rod strokes, 10–15 mallet taps, time limits — do not blur under the one-hour clock.
  • Core exam logistics to know cold: 55 questions, one hour, 5–10 per standard, 60% each method, 70% overall.
  • Slump cone is 12 in. tall, 8 in. base, 4 in. top, 3 layers, 25 strokes each, lifted in 5 ± 2 seconds; the base is larger than the top.
  • Units are part of the answer: a density must read near 140–150 lb/ft³ for normal-weight concrete, and degrees F versus C or inches versus millimeters can change what is correct.
Last updated: June 2026

Memorize Values by Standard, Not as a Loose List

Numerical questions feel harder than concept questions because several standards reuse similar actions. Rodding counts, layer counts, time windows, dimensions, and tap counts blur together under a one-hour, closed-book clock. The fix is to attach each number to the equipment and standard where it belongs. Do not study a random pile of digits — study a map.

Start with the exam logistics numbers, which are as testable as any field value: 55 questions, one hour, closed-book, 5 to 10 questions per standard, 60% in each method, 70% overall (39 of 55). Then layer in the field values, standard by standard. Build each value into a sentence that names the action, because a number floating without context — "25" or "three layers" — is exactly what blurs across standards on test day. "25 rod strokes per layer in the slump cone" survives pressure; the bare "25" does not.

StandardHigh-yield valuesMemory cue
Exam logistics55 Q, 1 hr, 5–10 per standardTime and scoring drive strategy
Passing60% each method, 70% overall (39/55)No category can be sacrificed
C1064 temperatureSensor immersed; ≥3 in. cover all around AND ≥3× max aggregate; read 2–5 min after placementConcrete mass must surround the sensor
C143 slumpCone 12 in. tall, 8 in. base, 4 in. top; 3 layers; 25 strokes/layer; lift in 5 ± 2 s; complete within 2.5 minBase bigger than top

The Second Half of the Map

StandardHigh-yield valuesMemory cue
C172 samplingComposite from ≥2 portions; complete test (or mold) within 15 min of obtaining; remix before useRepresentative sample protects every later test
C138 densityDensity = net mass ÷ measure volume; net = full − empty (tare); gravimetric air = (T − D)/T × 100Units decide plausibility
C231 pressure airRead gauge, then subtract the aggregate correction factor for the final airMeter reading is not final air
C173 volumetric airRoll-a-meter; add water then alcohol; rolling until two readings agree within 0.25%; apply alcohol correctionValidity matters as much as the number
C31 specimens4×8 in. = 2 layers, 25 strokes; 6×12 in. = 3 layers, 25 strokes; tap mold 10–15 times per layerEarly curing protects strength data

These tables are study tools, not a substitute for the standards. The current ACI program references CP-1 and the current ASTM versions; CP-1 holds program and study material, but the ASTM standards themselves are not bound inside it. When an exact exception or SI equivalent matters, the current method text controls. Note that values like the 5 ± 2 second slump lift and the 10–15 mallet taps are bounded ranges — memorize both the center and the limits, because the exam can probe either.

A second category of value is the rod stroke count of 25, which recurs across slump (C143) and specimen molding (C31). Because the number is identical, the trap is not the count but the number of layers: slump uses three layers, a 4×8 in. cylinder uses two layers, and a 6×12 in. cylinder uses three. Store the count and the layer rule together so a stem about cylinders does not pull a slump answer out of you. Likewise, the 15-minute sampling window in C172 and the 2-to-5-minute temperature read in C1064 are both "timing" numbers but belong to different standards; keep them on separate pages.

Watch the Predictable Number Traps

Several traps recur. The slump lift time of 5 ± 2 seconds is not the whole-test duration. Density calculations look right but go wrong when full mass is used instead of net mass. Pressure air is wrong if the aggregate correction factor is ignored — and the correction is subtracted, not added. The temperature sensor needs at least 3 in. of cover and at least 3× the nominal maximum aggregate size, whichever is greater, and is read after the device stabilizes between 2 and 5 minutes. 5 down instead of up to 39.

Units deserve deliberate practice. A normal-weight concrete density should land near 140–150 lb/ft³; an answer of 290 lb/ft³ signals a tare error, and 70 lb/ft³ signals a halved or mis-divided value. Temperature may appear in °F or °C; slump in inches or millimeters. If two options differ only by unit or rounding, the method logic can be right while the final answer is still wrong.

Use this numerical-review routine:

  1. Make one page per standard, not one giant number list.
  2. Write each value beside the action, equipment, or calculation it controls.
  3. Convert percentage rules into whole question counts (60% of 5 = 3, of 7 = 5).
  4. Rework density, yield, and gravimetric-air problems until tare and units are automatic.
  5. Say the correction-factor direction aloud — C231 subtracts the aggregate factor.
  6. Verify ranges: 5 ± 2 s lift, 10–15 taps, 2–5 min temperature, 15-min sample window.
  7. While practicing, label each error as recall, unit, rounding, or method confusion.
Test Your Knowledge

Which set correctly describes the slump cone and rodding in inch-pound units?

A
B
C
D
Test Your Knowledge

Under ASTM C1064, the temperature sensor must be surrounded by concrete cover of at least:

A
B
C
D
Test Your Knowledge

Which numerical-study habit is strongest for closed-book recall?

A
B
C
D