Determine the number of modular bricks necessary for the front wall if the house shown in the figure. Add 4% for waste. Determine the cost to lay the brick. It takes a mason 6 labor hours and a laborer 8.5 labor hours to construct 100 square feet of brick. The average hourly wage for a mason is $42.33 and for a laborer is $21.03. BO 1 ·30⁰ -6¹-8⁰1- 3¹ Elevation -16' 24-
Determine the number of modular bricks necessary for the front wall if the house shown in the figure. Add 4% for waste. Determine the cost to lay the brick. It takes a mason 6 labor hours and a laborer 8.5 labor hours to construct 100 square feet of brick. The average hourly wage for a mason is $42.33 and for a laborer is $21.03. BO 1 ·30⁰ -6¹-8⁰1- 3¹ Elevation -16' 24-
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question

Transcribed Image Text:Determine the number of modular bricks necessary for the front wall if the house shown in the
figure. Add 4% for waste.
Determine the cost to lay the brick. It takes a mason 6 labor hours and a laborer 8.5 labor hours
to construct 100 square feet of brick.
The average hourly wage for a mason
·30⁰
$42.33 and for a laborer is $21.03.
-61-8⁰
||3¹
Elevation
·16'
24'
+4'.
Expert Solution

Step 1
Given:
working hours:
Mason =6 labor hours per 100 ft2
Laborer = 8.5 labor hours per 100 ft2
Wages:
Mason = $42.33 per hour
Laborer = $21.03 per hour
Modular brick dimension:
7.625 x 3.625 x 2.75 inches
Step by step
Solved in 4 steps
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