Answer:
They came from the element factories we call stars. Stars are mostly hydrogen throughout most of their lifespans. They are driven by massive and continuous thermonuclear reactions and gravity. ... This extra heat begins to fuse helium atoms into heavier elements like carbon and oxygen and gives new life to the star.
Explanation:
alternative acids are more cost-effective and allow for flavor expression through nontraditional methods and ingredients, making for increased versatility.
The correct manipulation of the ideal gas equation as shown here is (PV)/R=nT.
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What is the ideal gas law?</h3>
According to the ideal gas law; PV = nRT. Now, this law applies to gases at high temperature and low pressure.
Given this fact, we know that the correct manipulation of the ideal gas equation as shown here is (PV)/R=nT.
Missing parts;
Which is an example of an accurate manipulation of the Ideal Gas Law and explain why?
(PV)/R=nT 1
PV=(nT)/R 2
PV=(RT)/n 3
PV=(nR)/T 4
Learn more about ideal gas equation: brainly.com/question/4147359
Answer:
c- Hot water remains almost same but cold water temperature increases drastically.
Explanation:
In a process of heat exchange where a hot and a cold fluid are present, the amount of heat that is transfered from one to another, the heat lost by the hot fluid, is gained by the cold fluid. That can be calculated by the equation : Q = m * Cp * dT.
Where:
m= mass flowrate
Cp=specific-heat-capacity
dT= difference between the inlet and outlet temperatures
We can state the equality of this equation for both fluids:
(mass-flowrate * specific-heat-capacity * (temperature-in – temperature-out) )<em> for hot medium</em> = (mass-flowrate * specific-heat-capacity * (temperature-out – temperature-in) )<em> for cold medium</em>
Now if we increase the value of the mass flow rate of the hot fluid to its maximum and decrease the mass flowrate of the cold fluid to its minimum. That will mean that the difference between the inlet and outlet temperatures for the cold fluid must increase so as to compensate the increase on the other side of the equation and guarantee the equality. And taking in account that the inlet temperature of the cold fluid is known and what can change is the outlet one, the correct answer is c that says that the outlet temperature of the cold fluid increases drasically.
