Question

@Michele_Laino

Answer 1

yes!

Answer 2

@Michele_Laino

Answer 3

what answer did you get?

Answer 4

please note that:
\[\int\limits_{2}^{10}g=\int\limits_{2}^{8}g+2\int\limits_{8}^{10}(g/2)\]

Answer 5

so after substituting your numerical data, we have:
\[10=-6+2\int\limits_{8}^{10}(g/2)\]
so?

Answer 6

@mondona

Answer 7

4

Answer 8

no, sorry!

Answer 9

8

Answer 10

that's right!

Answer 11

is C right?

Answer 12

no, sorr
You have to apply the fudaental therem of integral calculus, please

Answer 13

oops...the fundamental theorem of ...

Answer 14

D

Answer 15

please,wait I'm trying...

Answer 16

I think C

Answer 17

okk