3600 squared is 60 I believe
The Lagrangian is
with critical points where the partial derivatives vanish:
The second and third equations tell us 
, so that in the last equation we find
and from the fourth equation we get
So we have two critical points, 
and 
, which give respective extreme values of 
(maximum) and 
(minimum).
Answer:
B.) 0.2772
Step-by-step explanation:
By using binomial distribution for r=29,30,31,32.
296C29*(0.0963^29)(1-0.0963)^267+
296C30*(0.0963^30)(1-0.0963)^266+
296C31*(0.0963^31)(1-0.0963)^265+
296C32*(0.0963^32)(1-0.0963)^264
.
(1.2739*10^40)(3.3509*10^-30)(1.81335*10^-12)+
(1.13378*10^41)(6.475118*10^-43)+
(9.7285*10^41)(6.9*10^-44)+
(8.056449*10^42)(7.35278*10^-45)
=0.277174
Answer:
300 units
Step-by-step explanation:
You did the steps correctly, but you forgot that it does not go by 1s, but goes by 5s. Check your grid!
(I messed up on this too! ^^)
Hope this helps!
You want 125 pounds minus 4% of it, so you want 96% just multiply it
125 . 96% = 125 . 96/100 = 120
