1 - 3
2 - 3
3 - C
4 - D
5 - C
It looks like the boundaries of are the lines and , as well as the hyperbolas and . Naturally, the domain of integration is the set
By substituting and , so , we have
and
so that
Compute the Jacobian for this transformation and its determinant.
Then the area element under this change of variables is
and the integral transforms to
Now compute it.
X is going to equal 33. 25+29+x/3=33
Answer:
x >/ 13
Step-by-step explanation:
-9+x >/ 4
add 9 to both sides. therefore:
+9-9+x >/ 4+9
0+x >/ 13
x >/ 13