The Lagrangian is
with partial derivatives (set equal to 0)
for each .
Let be the sum of all the multipliers ,
We notice that
so that
We know that , so
Solving the first equations for gives
and in particular
It follows that
which gives us
That is, we've found two critical points,
At the critical point with positive signs, attains a maximum value of
and at the other, a minimum value of
Answer:
h=3
Solving forh
h=3V
lw=3·600
10·60=3
Step-by-step explanation:
I think its 3 out of 7
b.-4
Because the lower quartile is the lower line on the box and whisker plot