Question

Find the derivative by using the basic rules of differentiation
F(x)=√2

Answer 1

Find the derivative by using the basic rules of differentiation \[F(x) = \sqrt{2}\]

Answer 2

Let me draw my solution plz

Answer 3

@Hero

Answer 4

it looks good to me

Answer 5

Except its not....according to my textbook

Answer 6

then whats wrong with it

Answer 7

bc it looks good

Answer 8

The answer is zero

Answer 9

Is the function just f(x) = sqrt(2)?

Try writing it as f(x) = sqrt(2) * x^(0)

Bring the constant sqrt(2) to the front and apply the differentiation rule to x^(0)

Answer 10

Yes

Answer 11

Thanks for ur help voca :)

Answer 12

I got it. Thanks

Answer 13

For future reference all constants have derivative 0

Since a derivative represents change over time, it makes sense for a constant to have 0 change

Answer 14

Yes i see now. Thanks 🙏🏻

Answer 15

If you function is

\[f(x)=\sqrt{2}\]

Then, you are differentiating a constant.

Answer 16

Yes that’s the function.

Answer 17

ok, then you know the derivative of a constant.

Answer 18

0

Answer 19

ok

Answer 20

Thanks buddy. Really appreciated your help :)