Intents for Subject algebra 2

aligned-equation

a

approaches

\to

Y Y

base

b

$1 base $2

Y

common-logarithm

\log

K

complex-square-root

c

square root of $1
principal square root of $1

Y

compound-name

c

$1 $2
$1 $2 $3

K K

constraint

,

$1 for $2
$1 restricted to $2

Y K

defined-as

=

$1 defined to be $2
$1 defined as $2
$1 is just going to be $2

Y

direction-of-approach?

d

$1 from above
$1 from the right
$1 from the positive direction
$1 from values greater than $1

$1 from below
$1 from the left
$1 from the negative direction
$1 from values smaller than $1

Y Y Y

euler-number

e

e

final

f

$1 final

Y

imaginary-unit

i

i

K

indexed-argument?

i

$1 sub $2

Y

initial

i

$1 initial

Y

natural-logarithm

\ln

K

pi

π

Y

piecewise

p

... 2 cases, case 1 ..., case 2 ..., ...

radian

rad

Y

trigonometric-function

\sin