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Diano4ka-milaya [45]
3 years ago
10

At Stp, which physical property of aluminum always remains the same from sample to sample?

Chemistry
2 answers:
Elenna [48]3 years ago
7 0

Density-  The proportion of mass to volume of an object.

<span>Density determines what floats and what sinks.  More dense sinks less dense will float.</span>

Tpy6a [65]3 years ago
5 0

Answer;

-Density

Explanation;

-At Stp, density is the physical property of aluminium that always remains constant from sample to sample; this is because density is a proportion of mass to volume and will not change.

-The density of an object or quantity of matter is its mass divided by its volume. Thus, the mass of an atom and their volume determines their density.

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Answer: Penicillin G (also called benzylpenicillin) was discovered by accident in 1928. Alexander Fleming, a Scottish physician-scientist was growing a type of bacteria called Staphylococcus Aureus on an uncovered petri dish when it became contaminated with mold spores.

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A sample of Neon is in a sealed container held under isothermic conditions. The initial pressure and volume are 2.7 atm and 4.5
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The final volume in mL is 7.14 mL or 7.1 mL.

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<em>2. Plug in values. </em>V_{2} =\frac{(2.7 atm)(4.5 mL)}{(1.7 atm)}  = 7.14 mL

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As the volume increases on a object what happens to the mass of each sample
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Suppose 0.410 kg of hexane are burned in air at a pressure of exactly 1 atm and a temperature of 13.0 °C. Calculate the volume o
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The answer is 671 litres of carbon dioxide is produced from 0.410 kg of hexane

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2C6H14(g)+18O2(g)→12CO2(g)+14H2O(l) or

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Therefore we calculate the nuber of moles of hexane present in the sample thus

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As we have seen from the chemical reaction, 1 mole of H6H14 produces 6 moles of CO2 hence 4.76 moles of Hexane produces

4.76×6 moles of CO2 which is 28.55 moles of CO2

From the question we have the temperature and the pressure of the production of CO2 as

Temperature of reaction = 13° C converting to kelving gives= 13+273.15 = 286.15 K

and pressure = 1 atmosphere or 101325 Pa

13.0∘C=13.0∘C+273.15=286.15 K

The volume of the produced CO2 can be calculated using the combined ideal gas equation given by

P×V=n×R×T where

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V = Volume (of the CO2)

n = number of moles of gas (CO2) present

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T = absolute temperature in Kelvin

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1×V = 28.55×0.0821×286.15  or V  = 670.76L

Rounding up the answer to 3 significant digits we have

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