Question

find derivative of √3-t​

Answer 1

Please write complete questions.

"Derivative" is rate of change of one quantity with respect to another, so you must specify what is the variable in whose respect you want to find the derivative.

Here I'm assuming it to be t.

Now,

$\frac{d(\sqrt{3} -t)​}{dt} \\\\= \frac{d\sqrt{3} }{dt} -\frac{dt}{dt} \\=0-1\\=-1$

Points to know before doing this calculation:

i) Derivative of a constant is always 0. Because they do not show any change with respect to any quantity.

ii) Derivative can be broken into parts based on where + and - signs are.