Question

In a right triangle named BAC, the hypotenus BA is 53 cm, AC is 28 and BC is 45.
Find out HA, HO, OB, HC, CO...

Answer 1

incomplete question...u mentioned no specifications about point O and H

Answer 2

H is the height and O is the median.

Answer 3

CO is 26,5 and AO and OB too.

Answer 4

What does 26,5 represent?

Answer 5

cm.

Answer 6

26.5 cm

Answer 7

in US, you put a point between whole number and decimal

Answer 8

The reason for this is because (26,5) can be mistaken as an (x,y) point.

Answer 9

I put a comma.

Answer 10

I know what you put. I explained why you shouldnt.

Answer 11

O.K.

Answer 12

If O is the median, then BO and OA are equal.

Answer 13

Yes.

Answer 14

But you haven't drawn it in a way that reflects that.

Answer 15

You haven't included all of the given info.

Answer 16

there should be some indication of which segment is perpendicular to BA

Answer 17

That's a lot better.

Answer 18

Does it give you tick marks to indicate if segments are congruent?

Answer 19

It says :Calculate the lenghts of all the lines knowing that AO=26.5 cm and AC=28 cm.

Answer 20

There's still more info you're not including. You should scan whatever it is you're looking at that way I can see it.

Answer 21

It is in french.

Answer 22

I see. Well, I definitely don't know French. However, you can at least scan the diagram.

Answer 23

There is no diagram but there are some formulas I know.

Answer 24

If there's no diagram, then how do you know what it looks like?

Answer 25

There is a triangle but it was from another question.

Answer 26

There are no indications on it.

Answer 27

Does it indicate whether or not AH is congruent to HO?

Answer 28

That's a lot better.

Answer 29

Congruent ?

Answer 30

I have learned math in German and French but not English, sorry

Answer 31

You can explain in English.

Answer 32

No they are not.

Answer 33

I looked on the internet what it means..

Answer 34

Okay.

Answer 35

I'm not sure if I can help you with this then.

Answer 36

Actually, you could find angles of the bigger triangle to help.

Answer 37

These are the formulas I know :
h^2=b'*c'
h=bc/a
a^2=b^2+c^2
b^2=b'*a works with c too

Answer 38

I'm not sure if I can help you with this then.