\
The Blood pressure function .
\
(a)
\\
Let the time at blood pressure is
.
\
.
Substitute and
.
\
.
\
function is
for
values in the interval
, those are
.
\
Solving them simultaneously.
\
\
.
The time at blood pressure is
.
\
\
(b).
\\
\
Let the time at blood pressure is
.
.
\
\
Substitute and
.
\
\
\
\
\
.
\
function is
for one value in the interval
that is
.
\
\
\
.
\
.
he time at blood pressure is
.
\
(c)
\Let the time at blood pressure is
.
Substitute and
.
Solve it by using substitution process.
\Substiute .
\
.
\
Substiute .
.
\
Substiute .
.
\
Substiute .
.
It is exceeding .
\
So subustiute .
\
.
The value is too high.
\\
So subustiute .
\
.
Therefore, the range of is above
.
\
Subustiute .
.
Subustiute .
.
Subustiute .
.
It is in out of range.
\\
Subustiute .
\
.
\
\
Subustiute .
\
.
\
Subustiute .
\
\
.
\
\
Subustiute .
\
\
.
\
\
Subustiute .
\
\
.
\
From to
interval of time, temperature increasing is from
to
.
So in between there exists interval .
Subustiute .
\
.
It is out of range.
\Subustiute .
.
\
It is in out of range.
\Hence the values are not to be considered.
\
Subustiute .
\
.
Subustiute .
.
Subustiute .
.
Subustiute .
.
Subustiute .
.
\
From the above calculations :
\\
The time at blood pressure is
.
\
(a).
\ The time at blood pressure is
.
(b).
\The time at blood pressure is
.
(c).
\The time at blood pressure is
.