The things that are implemented by Accenture to ensure the reliability of their data are data governance and management policies.
It should be noted that data governance simply means the collection of tools, processes, standards, policies, etc which ensure the efficient and effective use of information in an organization.
Data governance and management policies are used by the company for the efficient use of information. Also, the use it strong authentication in order to access sensitive data is needed to ensure privacy.
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Answer:
60 cans of dog food to feed 8 puppies for 6 days
Step-by-step explanation:
The loving puppy pet store needs
40 cans of dog food to feed 16 puppies for 2 days
Divide by 2:
20 cans of dog food to feed 16 puppies for 1 day
Divide by 2:
10 cans of dog food to feed 8 puppies for 1 day
Multiply by 6:
60 cans of dog food to feed 8 puppies for 6 days
Answer:
Rises to the left and rises to the right.
Step-by-step explanation:
Since, the given function is f(x)=, and the end behavior of the given function is determined as:
Consider the given function f(x)=, identify the degree of the function:
The degree of the function is : 4 which is even
And then identify the leading coefficient of the given function that is +2 which is positive in nature.
Hence, the function is positive and even in nature, therefore, the end behavior of the function will be rising to the left and rising to the right.
Answer:
1:3
Step-by-step explanation:
It’s ratios.
A: 3
B: 9
36
129
C: x3
Answer:
the dimensions of the box that minimizes the cost are 5 in x 40 in x 40 in
Step-by-step explanation:
since the box has a volume V
V= x*y*z = b=8000 in³
since y=z (square face)
V= x*y² = b=8000 in³
and the cost function is
cost = cost of the square faces * area of square faces + cost of top and bottom * top and bottom areas + cost of the rectangular sides * area of the rectangular sides
C = a* 2*y² + a* 2*x*y + 15*a* 2*x*y = 2*a* y² + 32*a*x*y
to find the optimum we can use Lagrange multipliers , then we have 3 simultaneous equations:
x*y*z = b
Cx - λ*Vx = 0 → 32*a*y - λ*y² = 0 → y*( 32*a-λ*y) = 0 → y=32*a/λ
Cy - λ*Vy = 0 → (4*a*y + 32*a*x) - λ*2*x*y = 0
4*a*32/λ + 32*a*x - λ*2*x*32*a/λ = 0
128*a² /λ + 32*a*x - 64*a*x = 0
32*a*x = 128*a² /λ
x = 4*a/λ
x*y² = b
4*a/λ * (32*a/λ)² = b
(a/λ)³ *4096 = 8000 m³
(a/λ) = ∛ ( 8000 m³/4096 ) = 5/4 in
then
x = 4*a/λ = 4*5/4 in = 5 in
y=32*a/λ = 32*5/4 in = 40 in
then the box has dimensions 5 in x 40 in x 40 in