100g of water = ?? gram of ice? Anyone helps me ,please
@jdoe0001
Are you trying to say at when melts?
nope, just this condition I have 100g of \(0^0 C\) of water and I want to know it is = ?? g of \(0^0 C\) of ice
it's the same, mass can't be lost
thanks @aaronq
no probs
Mass is the same, density is different
when you blow to your hands to warm them, the energy transfer is radiation, right?
It has to be convection, because you are moving air
I need more!! what is the mode of energy transfer into your sealed car parked in the sun on a hot summer day? is it convection?
It is conduction because energy transfer is occurring between the outside to the inside through the surface. It feels even hotter inside because the are can not escape and heats up more than any cubic meter outside, where the heat can disperse more readily.
*air not are
is it not that conduction happens when 2 things connect to each other, one is hot and one is cold. The heat transfers from the hot thing to the cold thing? and convection is the moving of the air and makes it move around the environment?
That is true. Conduction is here for the car is between the hot external air and the air inside the car.
how much heat does it take to bring a 3.4kg iron skillet from 20 C to 130 C? Q = mc \(\triangle T\) with c = 447 am I right ?
Yes, I believe that is the the correct equation
Isn't c=0.447 for iron? http://www.engineeringtoolbox.com/specific-heat-metals-d_152.html
if the heat is supplied by a stove burner at the rate of 2.0kW, how long will it take to heat the pan I apply H = dQ/dt
but not sure
How do you know when the pan is "heated"? Is it when there is not increase in temperature?
hey, for c (iron) your table gives kj, my book gives j
about the question, what can I solve?
I know that kW is kJ/s so this is the rate of heat transfer per unit time and we also know that it is "heated" when change in temperature is zero? Not sure about next step though.
ok, let me ask my prof tomorrow. :)
Join our real-time social learning platform and learn together with your friends!