Limit of the function f(x,y) = (1,2,3) ( f is constant function from R2 to R3), when (x,y) is
approaching (0,0) is (1,2,3)
Please explain
Solution
Given f(x,y) is constant function from R2 to R3 and it is given that f(x,y) = (1,2,3)
As it is constant function the value for any x & y is (1,2,3).
Limit when (x,y) is approaching (0,0) = f(x,y) at around (0,0) if f(0,0) is discontinuos at (0,0) so
the limit is (1,2,3)
Limit when (x,y) is approaching (0,0) = f(x,y) at (0,0) if f(0,0) is continuos at (0,0) so the limit is
(1,2,3).
Unit 3 Emotional Intelligence and Spiritual Intelligence.pdf
List the main characteristics of “ projects. ” How do these features.pdf
1. List the main characteristics of “ projects. ” How do these features distinguish projects from
other, non-project activities?
Solution
The main characterstics of project are as follows:
1. A project has a single, well defined goal and purpose with all deliverables.
2.A project is unique.
3. A project is large in size in general, is unfamniliar and shows risk
4.A project utilize various set of skills from different organziations and profesions
5. A project is a temporary activity
6. A project has a stake
7.A project is a process to work towards the goal
The following characterstics defines a projetc as a unique, unfamiliar task which requires multi
involvement and these features distingushes the project from non proejct activitivities, as the
non-project activities are repeated and involve procedure and process which are performed by
the same people. the results are certain in contrast to projetc activities and the risk is
comparitivey lower.