In the picture below, what can you infer? Note: we are going to order according to the light blue area, which is slightly to the left of the average demand. Area = P=C₂/ (C₁+C) = prob of being "over" ஜுயவj D jo ● ?] -z-norm.s.inv(P.) μ expected demand = std dev in demand (# from μ) -3 -2 -1 Co lo + μtμ - On this scale put the actual numbers specific to the problem 1 2 3 (# from 4) O You are more likely to have some product left over than run out. O Cost of understocking must have been higher than cost of overstocking. Demand will be always be below average.. O You are more likely to run out of product than have some left over.

Q: (0.0) (3.6) 1) Estimate the area (6.0) (8,0) [ f(x)dx 0

A:

Q: The function in the figure below has f(4) 21 and f' (4) = 1.8. Find the coordinates of the points A,…

A: Given that: f(4)=21, f'(4)=1.8

Q: Step 3 Substituting m 0 and (x, y) = (1, e) into y yo = m(x-xo) and solving for y, we can conclude…

A: Given that m=0 and (x0 , y0)=(1 , e)We substitute, m=0, x0=1 and y0=e into y-y0=m(x-x0)

Q: Assuming that y is a function of x, differentiate x^9y^5 with respect to x. Use D for dy/dx in your…

A: by using chain and product rule of differentiationddx(x9y5)=9x9-1y5++5x9y5-1y'

Q: Differentiate the function. g(t) = In(5 + t“) g'(t): %3D

A:

Q: write the equation of normal line for xsiny = cos(x+y) at ( 112, 0)

A: To find equation of normal line