An odd function is a function of a form where n is an odd number.
Some examples would be functions:
.
A formal definition of odd function is the following.
(Algebraic proof).
Let (real function).
The function is odd if the below equation is true for all x and -x for which the function is defined:
.
Hope this helps.
3.3656904 x 10^-5 ( or just to help you understand, 3.3656904 multiplied by 10 to the power of negative 5)
In general you can multiply through by the LCD
For example solve :-
2/x + 1 / (1+ x) = 11/12
The LCD is 12x(x + 1).
Now we multiply each term by 12x(x + 1)
2*12(x+1) + 12x = 11x(x + 1)
and this is solved in the usual way.
Alternate means it will be across and on the opposite side, there for the alternate interior angle for 2 would be the same number as the function you're solving.
For example: if you're going to find the alternate interior of 17x+9, it will be 17x+9, the angle on the lower right hand side of the top parallel line.
The second one is the write answer