Girl this happened to me too but all I did was try to look up info on things or examples to know how to do the work and stuff
Answer:
<h3><u>Component Team</u></h3>
- Leads to 'invented' work and a Forever-Growing Organization
- Dependencies between teams leads to additional planning
<h3><u>Feature Team</u></h3>
- Leads to customer focus,visibility and smaller organization
- Minimizes dependencies between teams and increase flexibility
Answer:
A) The risk/return Tradeoff is applicable to speculative risks.
Explanation:
Speculative risk always has a positive payoff and also a negative payoff , so option (b) is incorrect.
Speculative risk is a source of great concern for risk managers, so option (c)is incorrect.
Speculative risk is a category of risk that can be taken on voluntarily and will either result in a profit or loss , so option d is wrong
Pure risk, also called absolute risk, is a category of threat that is beyond human control and has only one possible outcome if it occurs: loss. Pure risk includes such incidents as natural disasters, fire or untimely death. so option (e) also incorrect
Answer:
B Wait until position y in millimeter should be greater than 500 at least im guessing because you didnt add what the map looked like, making my job MUCH harder
Explanation:
Answer:
The C++ statement for the given algebraic expression 5x^2 + 15k + y^-2 is ( ( 5 * ( x * x ) ) + ( 15 * k ) + ( 1 / ( y * y ) ).
Explanation:
To convert the given algebraic expression 5x^2 + 15k + y^-2 into the C++ statement without using the pow function is:
In the given algebraic expression, there are three expressions combined using the + operator.
The first algebraic expression is 5x^2.
Here, x has a power of 2, and 5 is multiplied by the result of x^2. x having the power of 2 means x is multiplied itself twice. The C++ statement for this algebraic expression is (5 * ( x * x)).
The second algebraic expression is 15k.
Here, 15 is multiplied by k. The C++ statement for this algebraic expression is (15 * k).
The third algebraic expression is y^-2.
Here, x has a power of -2. it means 
. The C++ statement for this algebraic expression is (1/ (y * y).
The combination of all the three C++ statement is (5 * ( x * x)) + (15 * k) + (1/ (y * y).
