Answer:
The answers are explained below
Explanation:
1) Identify the potential classes in this problem domain be list all the nouns
class Customer
class Acco unt
2) Refine the list to include only the necessary class names for this problem
the class customer is not necessary to solve the problem itself, therefore the only class could be the account class
3) Identify the responsibilities of the class or classes.
The responsibilities of the class account will be
* determination of the type of account--> Acc ount . type(char)
* deposit money into the account --> Acc ount . de posit(float)
* withdraw money into the account --> Acc ount . with draw(float)
* show balance of the account --> Acc ount . bal ance()
* generate interest --> Acc ount . int erest()
Please join the words together. I used spaces due to regulations
Yes, horizontal rows are periods. “All of the elements in a
period have a similar number of atomic orbitals. Each element in the top row
(the principal time frame) has one orbital for its electrons. The greater part
of the components in the second column (the second time frame) has two orbitals
for their electrons. It goes down the occasional table that way. As of now, the
most extreme number of electron orbitals or electron shells for any element is
seven."<span>
<span>The vertical columns are groups. "The elements in a
group have the same number of electrons in their outer orbital [and thus the
same charge]. Every element in the first column (bunch one) has one electron in
its external shell. Each element on the second segment (assemble two) has two
electrons in the external shell. As you continue tallying the segments, you'll
know what numbers of electrons are in the external shell.</span></span>
Answer:
The answer is "
"
Explanation:
The Combinations could be produced by using n-bits 
. It s enables you to generate the 4-bit numbers that are:
combinations.
for the 4-bit, the combination of 2 = 16, which are its possible combination and for the 10 variations appropriate 16 combinations are used, As we know for 4 bit 16 Combinations can be generated which are from 0 to 15.
Answer:
I'm going to agree if they had some decision when we meet to each other because I want to meet them in personal.
Explanation:
That's my own opinion
