Based on the model, which conclusion can be made?
Responses
A As volume increases, pressure decreases.As volume increases, pressure decreases.
B As volume increases, pressure increases.As volume increases, pressure increases.
C Volume increases as temperature increases.Volume increases as temperature increases.
D Density decreases as temperature decreases.Density decreases as temperature decreases.
Question 2
Temperature also affects the motion of atoms in a gas. Given what you know about temperature, pressure, and volume, which statement is NOT correct?
Based on the model, the conclusion that can be made is A: As volume increases, pressure decreases.
The statement that is NOT correct regarding temperature, pressure, and volume is C: Volume increases as temperature increases.
To determine which statement is not correct, we need to understand the relationship between temperature, pressure, and volume.
According to Charles's law, as temperature increases, the volume of a gas also increases. This means that statement C, which states "Volume increases as temperature increases," is correct.
According to Boyle's law, as volume decreases, pressure increases. Therefore, statement B, which states "As volume increases, pressure increases," is not correct. The correct statement should be "As volume decreases, pressure increases."
So, the answer is B: As volume increases, pressure increases.
Based on the given options and information, the correct answer to question 1 is option A: As volume increases, pressure decreases.
For question 2, temperature affects the motion of atoms in a gas. Given what we know about temperature, pressure, and volume, the statement that is NOT correct is: "Volume increases as temperature increases."
While increasing temperature can cause the volume of a gas to increase, it is not always the case. The relationship between volume and temperature depends on other factors such as pressure and the type of gas. For example, if the pressure is kept constant, the volume of a gas would increase as temperature increases (according to Charles' Law). However, if the pressure changes, the relationship between volume and temperature can be different.