Question 1201613
<font color=black size=3>
This appears to be a Newton's Law of Cooling problem.


One template for these types of problems would be
{{{T = a + (b-a)*e^(k*x)}}}
where
a = ambient temperature
b = object's temperature
e = the special constant 2.71828...
k = some other constant
T = Temperature at time x


It looks like you have:
a = 70
b = 180
k = -5/46
x = 2


So,
{{{T = a + (b-c)*e^(k*x)}}}


{{{T = 70 + (180-70)*e^(-(5/46)*2)^""}}}


{{{T = 158.507656415782}}}
This is the approximate temperature of the object at x = 2 units of time
I'm assuming you have the correct k value.
</font>