For any given function f(x), define g(x) = - f(x) h(x) = f(- x) explain how g(x) is different from h(x) using an example. explain if or when it would be possible for g(x) = h(x).

Case (i) : Let f(x) = cos x

-f(x) = - cos x

So, g(x) = - cos x.

f(-x) = cos (-x)

So, h(x) = cos x.

Hence, g(x) is different from h(x).

Case (ii) : Let f(x) = sin x

-f(x) = - sin x

So, g(x) = - sin x

f(-x) = sin(-x)

= - sin x

So, h(x) = - sin x.

Hence, g(x) = h(x).

its 3

step-by-step explanation:

because i like 3

step-by-step explanation:

one day the were 5 ducks, and their king told them to multiply their kingdom. so each went their own seperate way and met 4 other ducks on their journey.

when the ducks returned to their kingdom, it was discovered that there were 5 groups of 5 ducks. when the kind counted the number of ducks in total (including the ones he sent out earlier) he counted 25.

therefore 5 times 5 is 25.

the end. : )