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  1. Home
  2. International Code Council Certification
  3. Fire-Inspector-II Exam
  4. InternationalCodeCouncil.Fire-Inspector-II.v2026-11-13.q41 Dumps
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Question 11

In a control area where flammable liquid storage containers are in piles, there shall be a minimum of __ in. of clearance between the top of the storage and the deflector or discharge orifices of a sprinkler system.

Correct Answer: A
Clearance Requirement for Sprinkler Systems Over Flammable Liquid Storage According to International Fire Code (IFC) 2021, Section 5004.6 and NFPA 30: Flammable and Combustible Liquids Code, Section 16.5.1, there must be a minimum of 18 inches of clearance between the top of flammable liquid storage and the deflector or discharge orifices of a sprinkler system.
This ensures unobstructed sprinkler discharge for effective fire suppression.
2. Why 18 Inches is the Correct Answer
The 18-inch clearance allows sprinklers to operate properly, ensuring water distribution is not blocked by stored materials.
NFPA 13 also mandates an 18-inch minimum clearance for standard storage applications with sprinklers.
3. Verification of Other Options
Option B (24 inches) - Incorrect, as the IFC and NFPA specify 18 inches as the minimum requirement.
Option C (30 inches) - Incorrect, as this exceeds the required minimum clearance.
Option D (36 inches) - Incorrect, as the IFC and NFPA do not require this much clearance.
Reference Sources:
International Fire Code (IFC) 2021 - Section 5004.6 (Sprinkler Clearance Over Flammable Liquid Storage) NFPA 30: Flammable and Combustible Liquids Code - Section 16.5.1 NFPA 13: Standard for the Installation of Sprinkler Systems - Minimum Clearance Requirements ICC Fire Inspector II Study Guide (2021) Thus, the correct and verified answer is: A. 18 inches. #
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Question 12

A bowling center with 25 lanes and 3,500 sq. ft. of additional area calculates to a maximum occupant load of how many people?

Correct Answer: B
To determine the maximum occupant load for a bowling center with 25 lanes and 3,500 sq. ft. of additional area, we use the occupant load factor from 2021 IBC Table 1004.5.
Step 1: Calculate the Occupant Load for Bowling Lanes
IBC Table 1004.5 assigns 50 sq. ft. per person for bowling lanes and associated seating areas.
With 25 lanes, assuming 100 sq. ft. per lane (standard industry measurement for lane width and approach area):
25×(10050)=25×2=50 occupants25 \times \left( \frac{100}{50} \right) = 25 \times 2 = 50 \text{ occupants}
25×(50100)=25×2=50 occupants
Step 2: Calculate the Occupant Load for Additional Area
Additional 3,500 sq. ft. area follows a general occupant load factor of 15 sq. ft. per person (assembly without fixed seats):
3,50015=233.3 occupants#234 (rounded)\frac{3,500}{15} = 233.3 \text{ occupants} \approx 234 \text{ (rounded)}153,500=233.3 occupants#234 (rounded) Final Calculation:
50+184=234 occupants50 + 184 = 234 \text{ occupants}50+184=234 occupants Reference to Fire Inspector Documentation:
1. 2021 International Building Code (IBC) - Table 1004.5 (Occupant Load Factor) Bowling lanes require 50 sq. ft. per person.
Assembly areas without fixed seats use 15 sq. ft. per person.
2. 2021 International Fire Code (IFC) - Section 1004.1.2 (Areas without Fixed Seating) When calculating occupant load, areas without fixed seating must be divided by the appropriate occupant load factor.
Detailed Explanation of Answer Choices:
Option A (Incorrect): 125 is too low based on correct load factor calculations.
Option B (Correct): 234 is the correct calculation using IBC Table 1004.5.
Option C (Incorrect): 500 is too high based on the available space.
Option D (Incorrect): 625 significantly overestimates the actual occupant load.
Thus, the correct and verified answer is: B. 234.
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Question 13

What is the maximum number of students permitted in a classroom that measures 20 ft. x 30 ft., and which contains four fixed 4 ft. x 8 ft. tables?

Correct Answer: B
To determine the maximum number of students permitted in a classroom, we must follow the occupant load calculation based on the 2021 International Building Code (IBC) and International Fire Code (IFC).
Step 1: Calculate the Room Area
The classroom measures 20 ft. x 30 ft., so the total area is:
20×30=600 sq. ft.20 \times 30 = 600 \text{ sq. ft.}20×30=600 sq. ft.
Step 2: Subtract the Area Occupied by Fixed Tables
Each table measures 4 ft. x 8 ft., so its area is:
4×8=32 sq. ft. per table4 \times 8 = 32 \text{ sq. ft. per table}4×8=32 sq. ft. per table Since there are 4 tables:
32×4=128 sq. ft. occupied by tables32 \times 4 = 128 \text{ sq. ft. occupied by tables}
32×4=128 sq. ft. occupied by tables
Step 3: Determine the Usable Space for Students
600#128=472 sq. ft. available600 - 128 = 472 \text{ sq. ft. available}600#128=472 sq. ft. available Step 4: Apply the Occupant Load Factor According to 2021 IBC Table 1004.5 (Occupant Load Factor), the factor for a classroom with tables and chairs is 20 sq. ft. per person.
472÷20=23.6472 \div 20 = 23.6472÷20=23.6
Since the occupant load must be rounded down, the maximum number of students is 24.
Reference to Fire Inspector Documentation:
1. 2021 International Building Code (IBC) - Table 1004.5 (Occupant Load Factor) A classroom with tables and chairs requires 20 sq. ft. per occupant.
This method ensures compliance with egress and fire safety requirements.
2. 2021 International Fire Code (IFC) - Section 1004.1 (Occupant Load Determination) The IFC states that occupant load is based on net usable floor area and must follow IBC Table 1004.5.
Detailed Explanation of Answer Choices:
Option A (Incorrect): 12 students would be too low based on the calculations.
Option B (Correct): 24 students is the accurate calculation following IBC 1004.5.
Option C (Incorrect): 30 students would exceed the available space per code.
Option D (Incorrect): 40 students is far above the allowed maximum.
Thus, the correct and verified answer is: B. 24.
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Question 14

Clearance between tops of piles of combustible fibers and sprinkler heads shall not be less than ___ ft.

Correct Answer: B
Reference to Fire Code Requirements for Clearance Between Combustible Fibers and Sprinklers:
The International Fire Code (IFC 2021), Section 3206.6, states that the minimum clearance between the tops of piles of combustible fibers and sprinkler deflectors shall be no less than 3 feet.
This requirement ensures that the sprinkler system operates efficiently and that water distribution is not obstructed in case of a fire.
Fire Safety Concerns:
Combustible fibers pose a high fire risk due to their flammability and tendency to generate large amounts of heat and smoke.
Adequate clearance prevents heat accumulation near the sprinkler heads, ensuring they activate at the correct temperature.
Clarification of Incorrect Answer Choices:
A: 2 ft. # Incorrect
Too low and could obstruct sprinkler operation, reducing water distribution effectiveness.
C: 4 ft. # Incorrect
Exceeds the required minimum per the IFC 3206.6 standard, though more clearance is beneficial.
D: 5 ft. # Incorrect
More than the code requirement, but the mandatory clearance is 3 feet.
Conclusion:
The correct and verified answer is B (3 feet) based on IFC 3206.6, ensuring proper sprinkler performance and fire safety for combustible fiber storage.
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Question 15

What is the maximum travel distance to an exit from within a tent?

Correct Answer: C
The maximum travel distance to an exit from within a tent is regulated under the 2021 International Fire Code (IFC), Section 3103.12.2 - Means of Egress (Tents and Membrane Structures).
IFC Section 3103.12.2 - Travel Distance:
"The maximum travel distance to an exit shall not exceed 150 feet (45,720 mm)." Why Other Options Are Incorrect?
A: 75 ft. - This limit does not apply to tents; the correct limit is 150 ft.
B: 100 ft. - Too restrictive; the IFC allows up to 150 ft.
D: Any distance approved by the chief. - The fire code does not allow unlimited travel distances; 150 feet is the maximum permitted by code.
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