A or C because you have to add some things but also divide.
Answer:
(a) 2min/15units
(b) 1min/20units
(c) The bottleneck stage is cutting. The process capacity is 450units/hour
(d) The capacity of the new employee should be 1unit/2sec. The process capacity will increase four times
Step-by-step explanation:
(a) Cycle time for stage cutting for 2 employees = 16sec/2units × 1min/60sec = 2min/15units
(b) Cycle time for stage sealing for 1 employee = 3sec/1unit × 1min/60sec = 1min/20units
(c) Process capacity of stage cutting = 15units/2min × 60min/1hour = 450units/hour
(d) If the capacity of the new employee is 1unit/2sec, the process capacity = 1unit/2sec × 3600sec/1hour = 1800units/hour. The process capacity increases 4 times (1800/450 = 4)
Answer:
Price Qd1 Qd2 Qs
25 75000 60000 45000
30 60000 55000 45000
35 45000 50000 45000
40 30000 45000 45000
45 15000 40000 45000
[Find the attachment for the graph]
The rigid transformations which will map the triangle ABC to triangle DEF is; Translate vertex A to vertex D, and then rotate△ABC around point A to align the sides and angles.
<h3>Which transformation best maps △ABC to △DEF?</h3>
It follows from the task content that the two triangles given are △ABC to △DEF.
Hence, in a bid to map the triangle ABC to DEF, Vertex A is translated to point D which represents vertex D in△DEF. Afterwards, the triangle ABC is simply rotated about the translated vertex A until all sides and angles of both triangles align.
Read more on translations;
brainly.com/question/12861087
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Answer:
P( X ₙ ≤ 3) = e⁻³ [1+5+5²/2!+5²/3!]
Step-by-step explanation:
There are different way to solve it
Number of men and women entering are two separate Poisson random variable , with total number of people entering with rates being the sum of two. Poisson distributed with λ M
and for women
Poisson distributed with λ W
If we assume that men and women come in same rate then
λ M = λ W
But from the problem we see that
λ M + λ W = 10
M
≈Poisson{x;5}
P( X ₙ ≤ 3) = e⁻³ [1+5+5²/2!+5²/3!]
