Physics, asked by rushikeshpose, 2 months ago

If temperature of 4 kg of material of specific heat capacity 300 J/kg C from 200C to 300C. Find heat

received​

Answers

Answered by varadad25
67

Answer:

The heat received by the material is 120 kJ.

Explanation:

We have given that,

  • Mass of material ( m ) = 4 kg
  • Specific capacity of material ( c ) = 300 J/kg °C
  • Final temperature of material ( T₂ ) = 300° C
  • Initial temperature of material ( T₁ ) = 200° C

We have to find the amount of heat received by the material.

Now, we know that,

Heat received by an object is given by

\displaystyle{\pink{\sf\:Q\:=\:m\:\times\:c\:\times\:\Delta\:T\:}}

Where,

\displaystyle{\bullet\sf\:Q\:=\:Heat\:received}

\displaystyle{\bullet\sf\:m\:=\:Mass\:of\:object}

\displaystyle{\bullet\sf\:c\:=\:Specific\:heat\:capacity}

\displaystyle{\bullet\sf\:\Delta\:T\:=\:Change\:in\:temperature\:(\:T_2\:-\:T_1\:)}

Now,

\displaystyle{\sf\:Q\:=\:m\:\times\:c\:\times\:\Delta\:T}

\displaystyle{\implies\sf\:Q\:=\:4\:kg\:\times\:300\:J\:/\:kg\:^{\circ}C\:\times\:(\:T_2\:-\:T_1\:)\:^{\circ}C}

\displaystyle{\implies\sf\:Q\:=\:4\:\cancel{kg}\:\times\:300\:\dfrac{J}{\cancel{kg}\:\cancel{^{\circ}C}}\:\times\:(\:300\:-\:200\:)\:\cancel{^{\circ}C}}

\displaystyle{\implies\sf\:Q\:=\:4\:\times\:300\:\times\:100\:J}

\displaystyle{\implies\sf\:Q\:=\:1200\:\times\:100\:J}

\displaystyle{\implies\sf\:Q\:=\:120000\:J\:}

\displaystyle{\implies\sf\:Q\:=\:\dfrac{120\cancel{000}}{1\cancel{000}}\:kJ}

\displaystyle{\implies\underline{\boxed{\red{\sf\:Q\:=\:120\:kJ}}}}

∴ The heat received by the material is 120 kJ.

Answered by Anonymous
44

Answer:

Given :-

Mass = 4 kg

Initial temperature = 200⁰ C

Final temperature = 300⁰ C

Heat capacity = 30 J/kg

Need to find :-

Heat recived

Solution :-

At first we need to find Change in temperature

 \bf Change_{(temperature)} = Temperature_{(Final)} - Temperature_{(Initial)}

Change = 300 - 200

Change = 100⁰ C

Now,

 \bf \red{Q = mcT}

Where

Q = Heat received

m = mass

c = capacity

T = Temperature

 \sf \: Q = 4 \times 300 \times 100

 \sf \: Q = 1200 \times 100

 \sf \: Q = 120000

Now

1000 J = 1 kJ

120000 J = 1,20,000/1000 = 120 kJ

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