Question

int ye^(x) - y dx = ye^(x) ? true false?

Answer 1

false, it's e^x*y-x*y

Answer 2

its false?

Answer 3

\[\int\limits_{}^{} (ye^x - y)dx = ye^x ------> its false? \]

Answer 4

ignore the +c

Answer 5

yes, but \[\frac{ dy }{ dx }(ye^x-y)=ye^x\]

Answer 6

\[\int\limits_{}^{}(ye^x-y)dx=ye^x-xy\]

Answer 7

+c ofc

Answer 8

where did you get -xy from?

Answer 9

ohhhhhhhhhhh

Answer 10

i got it!

Answer 11

haha thank you

Answer 12

when you have \[\large \int\limits_{}^{}n~dx=nx\]

Answer 13

where n is any constant