Question

Find the given higher-order derivative. MEDAL WILL BE REWARDED!
f''(x)=2-(2/x), f'''(x)

Answer 1

just differentiate
2-2/x once

Answer 2

So wait...let me calculate this...

Answer 3

Im confused on what to do

Answer 4

yeah,
\(\dfrac{d}{dx}f''(x)=f'''(x)\)

Answer 5

\(\large f'''(x)=\dfrac{d}{dx}(2-\dfrac{2}{x})\)

Answer 6

so would it be 2^2-x^2?

Answer 7

2^2 ?

Answer 8

whats d/dx 2 = .. ?

Answer 9

derivative of a constant is = ... ?

Answer 10

it equals -2/dx^3

Answer 11

no...
derivative of a constant is 0

Answer 12

So we have 0-2/x?

Answer 13

derivative of (1/x) will be ... ?

Answer 14

-1/x^2

Answer 15

yes,
so d/dx (-2/x) will be 2/x^2
right ?

Answer 16

yes

Answer 17

thats your f'''(x)

Answer 18

ohhhhh okay, I see how you go that! Thank you

Answer 19

welcome ^_^

Answer 20

More to come!