SOLUTION: Hi, I need help on the question from this, and have a question for Ms.Ikelyn: https://www.algebra.com/tutors/students/your-answer.mpl?question=1204383 So if the numbers of girl

Question 1204397: Hi, I need help on the question from this, and have a question for Ms.Ikelyn:
https://www.algebra.com/tutors/students/your-answer.mpl?question=1204383
So if the numbers of girls is thee more than the number of boys, than how come each brother has FOUR more sisters than brothers?
Thank you!
Found 2 solutions by MathLover1, ikleyn:
Answer by MathLover1(20849)   (Show Source): You can put this solution on YOUR website!

If you have two more sisters than brothers, and each of your sisters also has two more sisters than brothers, then your youngest brother has six more sisters than brothers. Here's how I arrived at this answer:
You have two more sisters than brothers, so let's call the number of brothers "" and the number of sisters "".
According to the information you provided, .
Each of your sisters also has two more sisters than brothers, so if we call the number of brothers of your sisters "" and the number of sisters of your sisters "", then .
Since you have two more sisters than brothers, and each of your sisters also has two more sisters than brothers, that means your oldest brother has more sisters than brothers.

Answer by ikleyn(52754)   (Show Source): You can put this solution on YOUR website!
.
Hi, I need help on the question from this, and have a question for Ms.Ikelyn:
https://www.algebra.com/tutors/students/your-answer.mpl?question=1204383
So if the numbers of girls is thee more than the number of boys, than how come each brother has FOUR more sisters than brothers?
~~~~~~~~~~~~~~~~~~~~

I will answer your question.

If the number of girls G is three more than the number of boys B, it means that   G = B + 3.

        We can rewrite it in an EQUIVALENT form   G = (B-1) + 4.         (*)

Here (B-1) is the number of brothers, that every boy has
        (when we count the number of his brothers, we exclude this boy from the set B,
         since we do not count this boy as the brother to himself.   Agree ?)

Equality (*) PRECISELY tells that the number of sisters, which every brother has, is 4 more than the number of brothers he has.

That is the logic.

Since this logic is OBVIOUS, people often use the word / (the term) " OBVIOUS "
(in full accordance to its meaning) wheh they explain it to other people.

/////////////////////////////

This problem about brothers and sisters is REMARKABLE.

It is remarkable, since it is SIMPLE, but its solution requires from a person, who solves it,
to make some jump in his/her thoughts.

A regular school does not teach students to make jumps in their thoughts, as a rule.

Therefore, the average student is powerless in the face of such a task.

But the problems like this one DO TEACH it   - - -   it is why they are so beautiful, so important and so educative.

\\\\\\\\\\\\\\\\\\\\

Hello, please learn on how to write my nickname correctly . . .

RELATED QUESTIONS
Ms.Ikelyn, I asked a question here:... (answered by MathLover1)
Ms.Ikelyn, for the solution you gave for the problem here:... (answered by math_tutor2020)
I posted a problem here:... (answered by greenestamps)
Hi, This solution makes no sense. Please help!... (answered by mananth)
It is possible to factor x^2 - y^2 by the technique of adding in an extra term, and... (answered by ikleyn)
How do you write 17! as the difference of two integer perfect squares? Ms.Ikelyn... (answered by ikleyn,math_tutor2020)
Ms. Ikelyn, I'm confused about the problem here:... (answered by ikleyn)
https://www.algebra.com/tutors/students/your-answer.mpl?question=1200558 In this... (answered by ikleyn)
View the following problem:... (answered by math_tutor2020)