Melody

He probably ate it all.  

Chris, did you leave any for me?     

Thanks Heureka,

Sorry I did not notice that we were talking only of right triangles.  

In my defence there is no 'right' in the question it is only in the title.   

ALSO note:

The height that is being found here is the perpendicular distance from the hypotenuse to the right angle vertex.

Thanks Heureka for going back and collecting these ones.

There are more unanswered questions from today as well.

I guess this will be the norm as the forum gets better known.

We can only do our best.  Thanks very much for all your wonderful contributions.     

Please can other mathematicians comment on this one.

Tenacious is in a knot over it so serious comment would be appreciated.   

Thank you

Sorry Tenacious,

I have only just seen your question.

If your question gets overlooked then I suggest you follow these instructions to highlight this fact.

Here you go.

Hi Rosala and Chris

That breakfast looks pretty good.  Can I have some too?

-887-(-522.5)=- 887 - -522.5= - 887 + 522.5 = -(887-522.5)  etc

$$ln (6.2)= log_e (6.2)$$

or in words it is  log base e of 6.2

$${ln}{\left({\mathtt{6.2}}\right)} = {\mathtt{1.824\: \!549\: \!292\: \!051\: \!045\: \!9}}$$

---------------------------------------------------------

e is a special number (with special properties) just like pi is.   Both these numbers are irrational numbers.

$${\mathtt{e}} = {\mathtt{2.718\: \!281\: \!828\: \!459\: \!045\: \!2}}$$

That is the approx value of e.  It cannot be written exactly as a decimal or as a fraction because it is irrational 

copy it straight into the home page calc

-32.9^2-4(.35)(-925)

you may need to add the times signs and the brackets around the power  

-32.9^(2)-4*(.35)*(-925)   press =