What is the dry unit w Determine the degree Plot the zero air voids

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Q: a. Discuss the procedure for determining the temperature of freshly mixed concrete. b.  How does one…

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Q: Given the calculated volume of concrete for Suspended Concrete Slab of 4,788.47 cu.m. on an…

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Q: should the total evaporable mosture and total surface moisture should be equal? what will happen to…

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Q: How to compute the required water for the initial time setting of Portland Cement? Please include…

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Q: 165g water 500 g cement Starting time 2:00 pm Temperature at 3:06 pm =24.6 c Temprature at time 3:16…

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Q: For the loaded beam shown below in Fig 4.1. Determine the reactions at the supports A and B nat will…

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Q: SHOW YOUR DETARED SOUTIONS: 1.) A MOLD HAVING & VOLUME OF 0.10ff³ WAS FILLED W/MOIST SOIL THE WEIGHT…

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Q: Assuming that the air temperature is 21c, the concrete temperature is 24c , 50% relative humidity…

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Q: Calculate the quantities of concrete materials (cement, sand, gravel) of the stair in figure, using…

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Q: Which admixture should be used in cold climate? Name one and explain.

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Q: Define shrinkage limit. What is the water content above and below shrinkage limit.

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Q: A fence has a dimension of 6 meters and 10 meters high including the portion below normal grade…

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Q: Which admixture is preferred to be used in the areas of cold climate? Name one and explain

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Q: 7. Explain anodizing , galvanising and electroplating

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Q: By method of section

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Q: Calculate the shrinkage of concrete subjected to a relative humidity of 100% for 56 days. (Take…

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Q: H.W4= Determine the volume 100gm cement and 30ml water (a @ Sealed s Pecimen. cured s Pecimen.

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Q: (3) 4" 4 11 4" 20" Uncracked, (1) ftop = ? (2) f bottom=? ft-k M= 30f

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Q: Find the volumes of hydration products resulting from mixing of 200 grams of cement with 100 grams…

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Q: 11 - Which of the following are dust binding agents? I. Cement II. Pitch III. Plaster IV. Lime…

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Dimensional homogeneity

The term dimensional homogeneity means that in an equation, the dimensions of each term on both sides are equal, which means the dimensions of the left-hand side (LHS) of an equation are similar to the dimensions of the right-hand side (RHS). For a dimensionally homogeneous equation, the powers of fundamental dimensions will be identical on both sides of the equation.