CALCULATIONS
Addition | |
a + b = c. |
a plus b eąuals c . |
Subtraction | |
a — b — c |
a minus b eąuals c |
Multiplication | |
a X b = c |
a multipled by b eąuals c |
Division | |
a: b — ć |
a divided by b eąuals c |
In conversational style with smaller numbers you can say: | |
6 + 5 = 11 |
six and five is/ are eleven |
3-1=2 |
one from three is/ leaves two |
3 X 4 = 12 |
three times four is twelve three fours are twelve |
12:4 = 3 |
four into twelve is three |
EQUATIONS
(a-b)(a + b)=y a minus h in brackets multiplied by a
plus b in brackets equals y
a (%>-b)=x
a open brackets 8 minus b close brackets eąuals x
15 + (a b) _ ^ 15 pius a minus b in brackets all over 8 a
8 a eąuals b
x open sąuare brackets a'minus b in x][a-b)(a + b)- 8]=0 brackets multiplied by a plus b in
1 brackets minus 8 close sąuare brackets
eąuals nought.
HOW TO DE5CR1BE LINES
A-B
A--B
A--B
C
C
D E F
AB is a solid linę.
CD is a broken linę.
EF is a dotted linę.
GH is a wavy linę.
AB iś ahorizontał linę.
CD is a verticał linę.
EF is a diagonal linę.
AB and CD are straight lines, EF is curved linę.
AB is perpendicular to CD!
EF is parałleł to GH.
AB and CD are intersecting lines. They intersect at X.