Information systems can ________ the organization by empowering lower-level employees. A. flatten B. hinder C. heighten D. red
uce E. establish
1 answer:
Answer:
A. Flatten
Explanation:
From an economic perspective, information systems technology can be taken as a factor of production which can easily substitute for capital and labor as it decrease organizational costs to make it easy for the manager to be able to observe his employee to an extent. Information systems can induce firms generating more income while reducing in size.
Behavioral researchers proved it promotes flattening of hierarchies by increasing the scope of sharing of information to help lower-level employees and boost management functioning.
You might be interested in
A.
The genotype frequencies can be determined by dividing the number of individuals with a genotype by the total number all the individuals.
FF genotype frequency:
98÷200=0,49. There are approximately 5 <span>homozygous dominant mice in 10.
Ff genotype frequency:
84</span>÷200=0,42. There are approximately 4 <span>heterozygous mice in 10.
ff genotype frequency:
18</span>÷200=0,09. There are approximately 1 <span>homozygous recessive mouse in 10.
B.
To determine the frequency of an allele we can divide the number of times that the allele appears by the total number of alleles.
F allele frequency:
</span>
<span>=0.7
There are 7 F alleles in 10 random alleles.
f </span>allele frequency:
=0.3
There are 3 f alleles in 10 random alleles.<span>
</span>
The genotype frequencies can be determined by dividing the number of individuals with a genotype by the total number all the individuals.
FF genotype frequency:
98÷200=0,49. There are approximately 5 <span>homozygous dominant mice in 10.
Ff genotype frequency:
84</span>÷200=0,42. There are approximately 4 <span>heterozygous mice in 10.
ff genotype frequency:
18</span>÷200=0,09. There are approximately 1 <span>homozygous recessive mouse in 10.
B.
To determine the frequency of an allele we can divide the number of times that the allele appears by the total number of alleles.
F allele frequency:
</span>
There are 7 F alleles in 10 random alleles.
f </span>allele frequency:
There are 3 f alleles in 10 random alleles.<span>
</span>