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a + b - c:

x + yz + z:

x * (y + z) * z:

sin(a + b):

sin(x(y + z)z):

sin(xy)2b:

(x + y) ^ (n - 3):

limit as x goes to a of sin x using <reln>:

limit as x goes to a of sin x using <apply>:

limit as x goes to a of sin(x + y) using <reln>:

limit as x goes to a of sin(x + y) using <apply>:

limit as x goes to a of sin(x + y)2b using <reln>:

limit as x goes to a of sin(x + y)2b using <apply>:

quotient:

moment:

selector:

factorial:

(a + b)!:

inverse function:

inverse matrix:

conjugate:

a + b + c:

integral (a + x)dx:

-1 + 7:

7 + (-1):

max:

lambda sin(x + 1):

lambda integral f(x)dx:

compose f and g:

compose f and g (x):

f(g(x)):

composition of f and inverse of f eq identity using <reln>:

composition of f and inverse of f eq identity using <apply>:

e^x:

min(x, x not in B, x^2) using <reln>:

min(x, x not in B, x^2) using <apply>:

a mod (b):

ab:

gcd(a b, c):

integral:

abs(x):

tall abs(x):

abs(x + y + z):

x > 0 and z < 1 as <reln>:

x > 0 and z < 1 as <apply>:

a and b:

a or b:

a xor b:

a eq b with <reln> tag:

a eq b with <apply> tag:

a neq b with <reln> tag:

a neq b with <apply> tag:

a > b with <reln> tag:

a > b with <apply> tag:

a < b with <reln> tag:

a < b with <apply> tag:

a <= b with <reln> tag:

a >= b with <apply> tag:

a <= b with <reln> tag:

a <= b with <apply> tag:

set: {b, a, c}:

set with condition:

list: {b, a, c}:

list: {x|x < 5}:

A union B:

A intersect B:

A intersect (B union C):

integral x in R as <reln>:

x in R as <apply>:

a in A:

a not in A as <reln>:

a not in A as <apply>:

not a:

not (a and b):

A -> B (reln):

A -> B (apply):

forall:

forall/and/lt/power:

forall/exists/and/plus:

exists:

forall/exists/and/plus:

ln a:

log base 3 of x:

integer:

diff:

partialdiff:

integral:

partialdiff:

divide:

divide/plus/minus:

divide/plus/divide:

A is subset of B as <reln>:

A is subset of B as <apply>:

A is proper subset of B as <reln>:

A is proper subset of B as <apply>:

A is not subset of B as <reln>:

A is not subset of B as <apply>:

A is not proper subset of B as <reln>:

A is not proper subset of B as <apply>:

Set difference:

Log base 3 of x + y:

Sum as x goes from a to b of f(x):

sum:

product:

product:

tendsto with <reln>:

tendsto with <apply>:

tendsto with <reln>:

tendsto with <apply>:

mean(X):

root(a + b):

standard deviation:

variance(X):

median(X):

mode(X):

degree:

vector:

matrix:

determinant:

transpose:

semantics:

limit:

symbol check:

multiset:

tendsto type = "above" with <reln>:

tendsto type = "above" with <apply>:

tendsto type = "below" with <reln>:

tendsto type = "below" with <apply>:

tendsto type = "two-sided" with <reln>:

tendsto type = "two-sided" with <apply>:

type check:

sin + cos:

f(x):

Source Code: Omitted

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