Question

Solve

Answer 1

can u help us solve

Answer 2

hey do u wanna help us or be a wingspanhole and keep saying solve if we solved it we wold not need help

Answer 3

feather

Answer 4

I will help U. But what grade are U?

Answer 5

12th

Answer 6

What is @jesster 's question?

Answer 7

@jesster it is not you place.

Answer 8

ΔABC is mapped onto ΔFDE. What is the image of ∠C? and wat is not my place

Answer 9

Is it transformation?

Answer 10

yup

Answer 11

Well....... But this is not your place....... Here the question is asked by @Zekarias

Answer 12

i will post the answer after 5 hr. Until then ...................

Answer 13

@experimentX is good at these things

Answer 14

put this thing on LaTeX ... don't upload doc files.

Answer 15

\[ \left( xy^2 \left( dy \over dx\right)^3 + 2 {dy \over dx} + \ln (\sin (xy))\right)^2 -1 = 0 \]

Answer 16

\[ \left( xy^2 \left( dy \over dx\right)^3 + 2 {dy \over dx} + \ln (\sin (xy))\right) =1 \\
\left( xy^2 \left( dy \over dx\right)^3 + 2 {dy \over dx} + \ln (\sin (xy))\right) =-1 \]

Answer 17

sorry .. this equation was cubic in dy/dx ... you can solve for dy/dx and solve for it.

Answer 18

Maple doesn't like it ... do you have solution for it?

Answer 19

yep I have.

Answer 20

Is it numerical solution?

Answer 21

nope

Answer 22

Mathematica is taking forever to solve this. this doesn't look easy ... probably some nasty substitution that might turn it into Clairaut's equation that i can't guess.

Answer 23

Woops!! i had missed ^2

Answer 24

Mathematica doesn't solve it either. I would like to see it's solution ... if it's doesn't factor out cubic roots and solve it.