. 
. It is thus treated as a non-zero constant. (In case that 
, 
.)
and 
. Multiply both sides of this equation by the denominator 
.
to the side with 
to the side with 
assuming that it is not equal to zero.
. 
. Hence, leaving the constant 
on the side with 
.
as its base. 
.
-substitution to the denominator 
. Then 
since the expression 
. 
implies that 
. 
.
.
only needs to appear on one side of the equation.
is the inverse of 
. Hence 
. Place both sides of the equation as the exponent of 
.
.
and 
to find the value of 
:
.Right-hand side: 
.
. Add 
to both sides of the equation to obtain
.
.
Using separation of variables, solve the differential equation db/dt = -k(b-24) for b
b(...
Mathematics, 06.12.2019 07:31, kevin2920
Using separation of variables, solve the differential equation db/dt = -k(b-24) for b
b(0)=28
Answers: 3
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