Intents for Subject integral calculus

acceleration
a
a of $1
acceleration at time $1
Y
average
avg
YK
derivative-operator
d
derivative with respect to $1 of $2
derivative of $2 with respect to $1
Y
error-function
E
Y
evaluate
e
$1 evaluated at $3 and at $2
$1 evaluated from $2 to $3
$1 evaluated at its bounds $3 and $2
$1 evaluated at $3 and evaluated at $2
$1 evaluated at $2
$1 evaulated at x=$2
Y Y Y Y YK
integral
Y
nth-derivative
n
$2-th derivative of $1
Y
operator-range
o
$1 from $2 to $3

$1 with $2 going from $3 to $4
Y Y
polynomial-arguments-degree-center?
p
$1 for the $2-th degree polynomial
$1 for a $2-th degree polynomial centered at $3
Y Y
position
s
s of $1
position at time $1
Y
remainder-function
R
Y
repeating-digits
r
$1 repeating
where the digits $1 keep on repeating
Y
second-derivative
s
$1 prime prime
second derivative of $1
Y
sum
Y Y
transform?
t
take $1
Y
velocity
v
v of $1
velocity at time $1
Y