Question

Fuller's formula: \# of bags of cement \( =\frac{}{c+s+g}=\frac{}{1+2+4} \cdot \) volume \( =1189 \) bags 75. A national highway project is 7.2 m wide, 1 km long and 25 cm thick, compute for the number of bags of cement, sand and gravel in m3 using class "A" mixture.

          Fuller's formula: \# of bags of cement \( =\frac{}{c+s+g}=\frac{}{1+2+4} \cdot \) volume \( =1189 \) bags
75. A national highway project is 7.2 m wide, 1 km long and 25 cm thick, compute for the number of bags of cement, sand and gravel in m3 using class "A" mixture.

Fuller's formula: # of bags of cement =()/(c+s+g)=()/(1+2+4)· volume =1189 bags
75. A national highway project is 7.2 m wide, 1 km long and 25 cm thick, compute for the number of bags of cement, sand and gravel in m3 using class "A" mixture.

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College Algebra Essentials

Julie Miller 1st Edition

Chapter 1

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Solved by Expert Aparna Shakti

Step 1

2 m × 1000 m × 0.25 m = 1800.0 m3 Show more…

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Fuller's formula: \# of bags of cement \( =\frac{}{c+s+g}=\frac{}{1+2+4} \cdot \) volume \( =1189 \) bags 75. A national highway project is 7.2 m wide, 1 km long and 25 cm thick, compute for the number of bags of cement, sand and gravel in m3 using class "A" mixture.