Organisation X in China administered the Nootropics pill (cognitive-enhancing drug) to their employees so that their brainpower could be boosted translating into more productivity for Organisation X. By administering the cognitive-enhancing drug to their employees, organisation X emphasised the importance of the (1)____________________management style in order to ensure that they increase profits. However, a new manager started working at Organisation X and emphasised the importance of employees and managers effectively working together in an organised manner so that Organisation X could be more productive. The new manager utilised the (2)______________________theory. As the debates at Organisation X increased on which management styles is suitable. Organisation X’s HR specialists highlighted that it is important for employees to be happy and have their needs met, which is referred to as (3)______________________
Two of the five (5) foreign automobiles from an overseas shipment have slight paint blemishes. If an
agency receives three (3) of these automobiles at random, list the elements of the sample space 𝑆 using
the letters B and N for “blemished” and “non-blemished”, respectively. For each sample point, assign a
value 𝑥 of the random variable 𝑋 representing the number of automobiles purchased by the agency with
paint blemishes. Hint: There are eight (8) elements in the sample space.
by CodeChum Admin
The only constant thing in the world is change. That’s why we need to call the toupper() function to change what we already have into a better version.
Instructions:
Input
1. Letter to be updated
What is the value of σ2 x̅? Use this data: Consider the score examples illustrated, in which random samples of size 16 are obtained from N (25,9)
. Explain how floods can be anthropogenic.
3. Discuss 3 anthropogenic causes of floods and include an example for each point (stick to the case study provided/use global examples).
Consider the score examples illustrated, in which random samples of size 16 are obtained from N (25,9). What is the value of μ x̅
1.Suppose A and B are both non zero real numbers.find real numbers C and D such that 1/a+ib=c+id.
2.suppose v,w€v.explain why there exists a unique x€v such that v+3x=w.
3.find all values of alpha€c such that alpha(1+I;2-i)=(2+2i;2-i).
4.let -infinity and positive infinity denote two distinct objects,neither of which is in R. Define an addition and scalar multiplication on RU{+infinity} U{-infinity}. specifically,the sum and product of two real numbers is as usual, and for T€R define
T(+infinity)=[-infinity if t<0
[0 if t=0
[+Infinity if t>o
T(-infinity)=[+infinity if t<0
[0 if t=o
[-infinity if t>0,
T+infinity=infinity+t=infinity,t+(-infinity)=-infinity+t=-infinity.
Infinity+infinity=infinity,(-infinity)+(-infinity)=-infinity, infinity+(-infinity)=o
Determine whether RU(infinity)U (-infinity) is a vector space over R.
An overseas shipment of 5 foreign automobiles contains 2 that have slight paint
blemishes. If an agency receives 3 of these automobiles at random, find the
probability distribution of the random variable X representing the number of
automobiles with paint blemishes purchased by the agency. Find the mean
number of automobiles with paint blemishes. Also, calculate the variation.
What is uniqueness in history and examples of uniqueness in history
Supply your own examples from history of the following
-Abuse of power
-Loyalty
-Unfairness
-Ambition
-Misguidance
-Fear