If there is not a constant volume, then different, incorrect data could be given when concerning concentration, molarity, molality, etc.
Respecting a validated preparation procedure you can be sure that the desired result of the reaction is obtained.
Because it is a controlled variable?
Charles's Law states that (Volume)/(Temperature) is constant, assuming constant pressure and moles of gas. This means that (V1)/(T1) = (V2)/(T2). So if the volume of the gas increases, V2 is bigger than V1; to keep the ratio constant, T2 must also increase, which represents an increase in temperature.
The surface area to volume ratio is how big the cell's membrane's area is compared to the volume of everything inside the cell. If the volume becomes too large, the cell will not be able to release waste or receive necessary nutrients as easily. Plus, the cell's DNA can't keep up with the cell.
Directly proportionalWell the reason is:as you usually know, when you increase volume, pressure should decrease.but in a case of constant pressure, as volume increases, well, pressure stays the same.So how does that work? The only reason pressure wouldn't change is if the temperature will increase, allowing molecules of gas to move more rapidly, and therefore creating pressure that stays constant, as the volume increases. (but if you would keep increasing temperature under constant volume, pressure would actually increase).
The variables that you keep the same between the control and experimental groups are the constant variables.
Because volume (mL) is multiplied by density (g/mL) to obtain mass (g). Since the formula for density does not contain (mL) raised or reduced to any power, the relationship between volume and mass (we call the relaitonship density) is linear.
because the volume of the gas is dependent upon the temperature and pressure. This is also important in the identification of the molecular mass of an unknown gaseous element.
Temperature & mass keep constant in Boyle's law. Volume and pressure are variable.
As a chemical reaction proceed the concentration of the reactants keep on decreasing while those of the products keep on increasing how ever the rate of the reaction is also found to decrease this show that the rate of the reaction is directly related to the concentration of reactants
When volume is increased two times, mass is also doubled. This is because density of a particular material always remains constant, (d=m/v), so to keep density constant, volume increase is balanced by mass increase.
By supplying energy to it.Explanation:Since an endothermic reaction, by definition, NEEDS energy to go on, it will cool down (= taking heat energy from the reactants). It will stop itself as any reaction will slow down at lower(ing) temperatures.So SUPPLY of heat is at least necessary to KEEP temperature at its minimum level of 'ongoing' reaction. (to: Chasity cordero)
Charles's Law states that (Volume)/(Temperature) is constant, assuming constant pressure and moles of gas. This means that (V1)/(T1) = (V2)/(T2). So if the volume of the gas increases, V2 is bigger than V1; to keep the ratio constant, T2 must also increase, which represents an increase in temperature.
false
False (apex)
It is the easiest way to affect the volume which would change the density. However, if you increase the pressure but keep temperature constant the volume will also change. Any change in volume affects density.
yes is your answer
What are the reactants and products? What effect do you think changing the amount of denture cleaner would have on time the rocket is in the air? If you keep the amount of water constant, do you think there is a maximum amount of denture cleaner that would work? At what point on the graph would the amount of denture cleaner would no longer have an effect of the time the rocket is in the air? Make a mark on the graph in green.
Its quite hard to say really but if you have a line graph displaying the results all you need to look for is when the line goes straight. In other words when the variable is constant (at the same point continuously) e.g. volume of hydrogen (cm^3) against time! as the volume of hydrogen increaces so does the time untill it reaches a point when the volume of hydrogen is constant!