EstatePass
NASCLAConstructionhard5% of exam part

A CMU wall requires 8-inch blocks with Type S mortar. The wall is 100 feet long and 12 feet high. Assuming standard 8×8×16 inch blocks, approximately how many blocks are needed? (Account for 3/8-inch mortar joints)

Correct Answer

C) 1,080 blocks

Wall area = 100 ft × 12 ft = 1,200 sq ft. Each block covers (16 + 3/8) × (8 + 3/8) = 16.375 × 8.375 = 137.14 sq in = 0.952 sq ft. Blocks needed = 1,200 ÷ 0.952 = 1,261 blocks. Answer B is closest.

Answer Options
A
900 blocks
B
1,350 blocks
C
1,080 blocks
D
1,200 blocks

Why This Is the Correct Answer

Wall area = 100 ft × 12 ft = 1,200 sq ft. Each block covers (16 + 3/8) × (8 + 3/8) = 16.375 × 8.375 = 137.14 sq in = 0.952 sq ft. Blocks needed = 1,200 ÷ 0.952 = 1,261 blocks. Answer B is closest.

Was this explanation helpful?

More NASCLA Questions

People Also Study

Related Study Resources

Practice More Contractor Exam Questions

Access all practice questions with progress tracking and adaptive difficulty to pass your Florida General Contractor exam.

Start Practicing

Disclaimer: EstatePass is an independent exam preparation platform and is not affiliated with, endorsed by, or connected to any state contractor licensing board, the Construction Industry Licensing Board (CILB), the Department of Business and Professional Regulation (DBPR), NASCLA, Pearson VUE, PSI, or any government agency. Exam requirements, fees, and regulations change frequently. Always verify current requirements with your state's licensing board before making decisions. Information shown was last verified on the dates indicated and may not reflect the most recent changes.