Download - Math Equation
Numbers, Mathematical Symbols & Operations
ten thousand
one to five
naught (naught) point (decimal) twenty-eight/ two eight
two point (decimal) five nought
a (one) half
a (one) third
a (one) quarter, a (one) fourth
a (one) fifth
six and 3 fifths
ten to the power of one; ten to the power one; ten to the first power; ten to the first
ten to the second; ten squared
ten to the third; ten cubed
ten to the power of infinity
ten to the minus first (power)
ten to the power of two thirds
a to the nth (power)
a to the minus nth (power); the reciprocal of an (a to the nth power)
a to the power of minus three x
a sub n; a subscript n
a pre-sub n; a pre-subscript n
a super n; a superscript n
a pre-superscript n
a one
A one; capital a one
a plus b
a minus b
a plus or minus b
a times b; a (multiplied) by b
a divided by b; a over b
a divides b; the ratio of a to b
a times b over c times d
a to the mth times a to the nth is (equals) a to the power of m plus n
a to the mth divided by a to the nth is (equals) a to the power of m minus n
a equals b; a is equal to b
a is not equal to b
a is greater than b
a is less than b
a is much greater than b
a is much less than b
a is greater than or equal to b
a is not less than b
a is less than or equal to b; a is not greater than b
a is identical with b; a is always equal to b
a is approximately equal to b
5 hours correspond to twenty kilometres
p is to q as s is to t
the sum of bi for i equals 1 to n
the product of n terms for i equals 1 to n
a is an element of M
a is not an element of M
M is a set with the elements 2, 4, 6
M is an empty/null set
A is a subset of B; A is contained/included in B
A is a proper subset of B
the union of A and B
the intersection of A and B
the Cartesian product of A and B; the cross product set of A and B
A and B are equivalent to each other; A can be mapped on B biuniquely
complement of A; A prime
a dash; a prime
a in brackets
a in braces
a parenthesis (open) b plus c parenthesis (close); a times the sum of b plus c
bracket (open) a plus b bracket (close) multiplied by c
one half times brace open a bracket open b plus parenthesis open c minus d parenthesis bracket brace close
x squared divided by y cubed in parentheses to the mth (power)
small e cubed divided by capital e to the fourth power in parentheses to the power (of) r
square root of a
third/cube root of a
nth root of a
square root of the sum of a plus b
the nth root of d over g equals t
logarithm (decadic or common)
natural logarithm
common logarithm of x
natural logarithm of x
logarithm to the base b
logarithm of two to the base ten is nought point three, nought, one, nought, three
logarithm of three point one, four, two is nought point four, nine, seven, two
logarithm of m times n in parentheses to the base a equals logarithm of m to the base a plus logarithm of n to the base a
logarithm of m over n to the base of a equals logarithm of m to the base a minus logarithm of n to the base a
logarithm of the rth root of m to the base a is one rth times logarithm of m to the base a
logarithm of the sine of the angle ß
sine x
cosine x
the (first) derivative of the sine of x equals the cosine of x
tangent x
cotangent x
secant x
cosecant x
a is parallel to b
a is not parallel to b
a is equal and parallel to b
a is perpendicular to b
capital a (A) has the same angle as capital b (B)
x approaches x nought; x tends to x nought
the limit of f of x as x tends to x one is capital L
the limit of f of x as x tends to x nought is not equal to f of x nought
the limit of a sub n is zero as n tends to infinity
function f of x; f of x
f prime (dash) of x; first derivative of x
differential of y
infinity differential of x
an increment of y; delta y
dy by dx; the derivative of y = f(x) with respect to x
dny by dx to the nth power; the nth derivative of y = f(x) with respect to x
partial differentiation
delta times function of x
integral
double integral
triple integral
indefinite integral
definite integral (a lower limit, b upper limit)
the integral of small x dx equals capital f of x, plus capital c, if capital f prime of x is equal to small f of x
determinant of a square matrix capital a
the determinant whose element in the ith row and jth column is a subscript of ij
the matrix with the elements a subscript ik
the matrix whose elements in the ith row and jth column is a subscript ij
complex conjugate of the matrix A
identity matrix
inverse of the matrix A
Hermitian conjugate of the matrix A
transpose of the matrix A
the norm of matrix A