Newtons Law of Cooling is
Here is the temperature of the object and is the surrondings temperature.
Change in temperature .
At the intital time
and .
Substitute and in the equation .
.
The general equation is .
Substitute in the above equation.
After three minutes, the temperature is then.
Hence .
substitute and in the above equation
.
Substitute in the equation at .
The equation is
Find the temperature after minutes.
The equation is .
.
Temperature after minutes :
Substitute and in the equation .
.
Temperature after minutes is .
The equation is
Find the temperature after minutes.
The equation is .
.
Temperature after minutes :
Substitute and in the equation .
.
Temperature after minutes is .
Temperature after minutes is and Temperature after minutes is .
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