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Title: Exponentials and Logs
Description: Compilation of exponentials and logs notes. Easy to read and explained in clear and concise detail. A-level year 1&2 as well as university year one preparation material.
Description: Compilation of exponentials and logs notes. Easy to read and explained in clear and concise detail. A-level year 1&2 as well as university year one preparation material.
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EXPONENTIALS AND LOGS
exponentials analogs
"
y=e
exponential
have
functions
graphs
similar
shape
functions
property
gradient
their
of
to
themselves
...
=e
""
dy_
logs
of
"
logarithms
my
"
logan
dx
graph
the
%-d
then
of
...
""
e
graph
the
of
e
functions
a
laws
"
exponential
of
logarithms
are
the
of
inverse
the
a
x
)
special
cases
log (E)
y=x
K
=
=
toga
Log
)
a
( div
law)
law )
( power
x
law )
:
"
logalx
=
I multi
logascy
=
)
=
-
logax
'
'
toga
a
toga
1
=L
...
"
>
logarithms
x
ehh
lnle )
"
=
=
×
"
the
then
graph of logy
y=aI
will
a
be
x
straight
against
log
with
vertical
and
n
intercept
gradient
if
log
a
non
This
graph
between
Y
logy
M
=
useful
to
two
=
straight
a
be
can
n
data
look
variables
✗
+
as
line
...
C
toga
+
log
variable
log
a
'
toga
gradient variable
the
plotting
when
at
model
to
relationship
non-linear
of
linear
logarithms
use
equation
-
a
a
Title: Exponentials and Logs
Description: Compilation of exponentials and logs notes. Easy to read and explained in clear and concise detail. A-level year 1&2 as well as university year one preparation material.
Description: Compilation of exponentials and logs notes. Easy to read and explained in clear and concise detail. A-level year 1&2 as well as university year one preparation material.