1. BASIC FORMULAE

2. a + b = c
a x b = e
a – b = d
a : b = f
a plus b equals c
a times b equals e;
a multiplied by b equals e
a minus b equals d;
b subtracted from a equals d
a divided by b equals f
a over b equals f;

3. all
brackets (curly, round, square)
capital
close brackets
cube root
cubed
divided by
equals
minus

4. open brackets
over
parenthesis (round bracket)
plus
power
square brackets
square root
squared
subscript
times

5. x equals a plus b all over c
x plus y equals
capital A over a minus b
l equals a plus
open brackets n
minus one, close brackets, d
capital V equals
capital I capital R

6. one over u plus one over v
equals one over f
v equals u plus a t
capital F small t equals
small m small v minus
small m small u
one over capital R equals
negative capital M over
capital E capital I

7. derivative of capital Q over
derivative of small z equals
negative small q
capital E equals capital T
plus capital P minus
small c plus small e

8. x squared
x cubed
x to the power of n; x to the n
x to the power of n minus one;
x to the n minus one

9. x to the power of negative n;
x to the negative n
square root of x
cube root of x
nth root of x

10. x to the power of negative p
equals one over
x to the power of p
x equals n x subscript
one plus m x
subscript two all
over m plus n

11. d equals the square root of, open square brackets,
open brackets, x subscript one minus x subscript two,
close brackets, squared, plus, open brackets,
y subscript one minus y subscript two, close brackets,
squared, plus, open brackets, z subscript one
minus z subscript two, close brackets, squared,
close square brackets