Question

@Michele_Laino

Answer 1

Merry Christmas!

Answer 2

no, I don't think B.

Answer 3

please note that
\[\frac{dy }{ dx }=\frac{ 0 }{ 0-2 }=0\]
so?

Answer 4

at x=0

Answer 5

Merry Christmas!!

Answer 6

So it should be A where 0 is 0

Answer 7

why not C?

Answer 8

oh i didnt even see that oops

Answer 9

oh so i plug in 0.5

Answer 10

please, calculate your derivative at x=2!

Answer 11

0

Answer 12

namely, what is:
\[\frac{ dy }{ dx }=\frac{ 2 }{ 2-2 }=...\]

Answer 13

oh 2/0 is undefined!

Answer 14

that's right!, so your answer is?

Answer 15

A (:

Answer 16

well done!

Answer 17

someone helped me on it but they were not sure if it was rows or columns?

Answer 18

I think that the term "rows" stands for the lines of field

Answer 19

so it would have to be rows

Answer 20

in general a solution of a differential equation, can be viewed as an integral curve.
The tangent vectors to the integral curve form a vector field

Answer 21

thanks!(:

Answer 22

thanks!