Duy

Hi everyone,

I have a problem about full binary tree like this:

Find the number of internal vertices, terminal vertices and the hight of a full binary trees have a total of 7 vertices.

I calculate the number of internal vertical is 3 and the number of terminal vertices is 4, i think it is ok. However, i am not sure about the height of this full binary tree, i try to draw and calculate the height can be 2 or 3 but i saw someone draw for a full binary tree have 7 vertices in the website http://www.maths.usyd.edu.au/u/kooc/catalan/cat13ftree.pdf, they pointed out that the height is only 3.

Can you please explain more for me about the height of a full binary tree in this case.

Thank you very much.

Thank you very much.

Yes - that's how I read the question - there is a bit more to do to finish the question.

Ah, yes. Thanks for your help.

It should means if I consider a four digit hexa number abcd in that case, digit a must be restricted from 7 to C and digits b,c can be from 0 to F but digit d must be restricted from 9 to F. Is that right?

Thsnk you very much.

Not exactly but you are close. Read your question again.

Thanks for your help.

It means if I consider a four digit hexa number abcd in that case, digit a must be restricted from 7 to C and digits b,c,d must be restricted from 9 to F. Is that right?

Thsnk you very much.

Consider a four digit decimal number abcd. Think of " most significant " meaning "most important" or having "most effect". Which digit a,b,c, or d do YOU think would be most significant and which would be least significant ? Give YOUR answer and I am sure you will get a response.

Thanks for your help but my problem is "the most significant digit is restricted to the digits 7 to C and the least significant digit is restricted to the digits 9 to F", I don't know what it mean. Can you give examples of "four digit number, the most significant digit is restricted to the digits 7 to C and the least significant digit is restricted to the digits 9 to F"

Thank you very much.

First thing - the hexadecimal system lets you count using base 16 instead of base 10. Least and most significant digits are the same for any number system. Hope this helps.

HI guys.

I have a problem with my assignment like:

Hexadecimal numbers are made using the sixteen digits 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F. For a four digit number, the most significant digit is restricted to the digits 7 to C and the least significant digit is restricted to the digits 9 to F.How many numbers are there?

Because i am an overseas student, so it is very difficult for me to understand "the most significant digit is restricted to the digits 7 to C and the least significant digit is restricted to the digits 9 to F", can you explain to me,please? Or can you give some examples with this pattern, please?

Thank you very much.