Answer:
625
Step-by-step explanation:
I did mental math hope I got it right
Lagrangian:
where the function we want to minimize is actually
, but it's easy to see that
and
have critical points at the same vector
.
Derivatives of the Lagrangian set equal to zero:
Substituting the first three equations into the fourth gives
Solving for
, we get a single critical point at
, which in turn gives the least distance between the plane and (0, 2, 5) of
.
Idk use a calculator to find the sum of the answer
Answer:
Donna-71
Martina-62
Martina's sample
It has the smaller mean
Step-by-step explanation:
I apologize if this answer is incorrect but I think this is right.
Dr.hong prescribed the lest and Dr.evans prescribed the most. that is the answer but this is how i got the answer ok so you see that hong gave 0.019 that is not at all the same as 0.02 so you would add a zero to Evans so it would be 0.020 so it is the same length of hongs so now do you know how i got that if not then message me
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