answr
Login
Join Now
maths

The function is

A

even function

B

odd funcition

C

neither even nor odd

D

periodic function

Answer

Thus is odd function

Answered By

toppr

How satisfied are you with the answer?
This will help us to improve better

Related Questions to study

If , defined by ( where denotes greatest integer function) is an even function then set of values of belongs in interval

View Answer

Find whether the given function is even or odd function, where , where , where denotes the greatest integer function.

View Answer

Determine whether the given function is even or odd

View Answer

(cosA+cosBsinAsinB)n+(sinA+sinBcosAcosB)n=2cotn(AB2), if n is even0,                   if n is odd(cos⁡A+cos⁡Bsin⁡A−sin⁡B)n+(sin⁡A+sin⁡Bcos⁡A−cos⁡B)n={2cotn⁡(A−B2), if n is even0,                   if n is odd

View Answer

is a function such that ,
Where,
$$a=\begin{cases}
0 & \text{ if f(x) is even}  \\ 
-1 & \text{ if f(x) is odd} \\ 
2 & \text{ if f(x) is neither even nor odd} 
\end{cases}$$
$$b=\begin{cases}
3 & \text{ if  f(x) is periodic} \\ 
4 & \text{  if  f(x) is  aperiodic}
\end{cases}$$
$$c=\begin{cases}
5 & \text{ if  f(x) is  one one} \\ 
6 & \text{  if  f(x) is many one}
\end{cases}$$
$$d=\begin{cases}
7 & \text{ if  f(x) is onto} \\ 
8 & \text{  if  f(x) is into}
\end{cases}$$ 
 

On the basis of above information, answer the following questions.

View Answer

If is an odd function, then 

View Answer

Let where is defined by be an odd function, if is odd. Then the set of values of the parameter is/are denotes greatest integer function

View Answer

Let v be defined on the interval [-4,0] , the odd extension of f (x) in the interval [-4,4]


View Answer

Let and are two function of such that and then 

View Answer

If is odd then 

View Answer
View Answer
View Answer
View Answer
View Answer
View Answer
View Answer
View Answer
View Answer
View Answer
View Answer

VIEW MORE