Question

need to find the integral of the differention so
-integral dv from 0 to 10
not sure what to do with the dv

Answer 1

\[-\int\limits_0^{10}\text dv \]?

Answer 2

it this what you are trying to do./?

Answer 3

yes

Answer 4

ok so the trick is that \(\text dv\)

can be written as \(1\cdot\text dv\)

..... as \(v^0\cdot\text dv\)

Answer 5

so when we integrate,

we add one to the index, and divide by the new index

Answer 6

What's the index

Answer 7

the power or index of \(x^n\) is the n bit

Answer 8

or exponent

Answer 9

in this case it is zero

Answer 10

\[-\int\limits_0^{10}\text dv=-\int\limits_0^{10}v^0\cdot\text dv=-\left.\frac {v^{0+1}}{0+1}\right|_0^{10}=\]