Specific heat capacity is the amount of heat required per gram of water to raise its temperature by "1\\degree C" .
"C=4.18J\/g \\ \\degree C"
Mass of water taken is "100 \\ ml" and water density is "1g\/ml" .
So, "m=100\\ g" .
If the water temperature rises from its initial temperature "T_1" to final temperature "T_2" , then change in temperature "\\triangle T" "=(T_2-T_1)" .
Heat absorbed is given by "Q=mC\\triangle T=mC(T_2-T_1)==100\\times 4.18\\triangle T\\ J=418\\triangle T \\ J"
If temperature change is "\\triangle T=50\\degree C," then
"Q=418\\times 50\\ J=20900J=20.9\\ KJ"
Comments
Leave a comment