Question

A triangle inscribed in a circle of radius 6 cm. has two of its sides equal to 12 cm. and 18 cm. respectively. It is required to find the altitude upon the third side of the triangle.

Answer 1

Yes, solution po?

Answer 2

@XioGonz can you make this a equation but instead of the 4r but a 3r please.

Answer 3

Equation thing is bugged for me.

Answer 4

a=? Right side po I can't see it po

Answer 5

I'm on my phone and for some reason it doesn't give me the equation option

Answer 6

a=6 is at the bottom

Answer 7

This one po.

The sides of a triangle ABC are AB = 40 cm, BC = 60 cm, and CA = 80 cm. Determine the distance from the intersection of the perpendicular bisector of the sides of the triangle to the vertex A and to the side BC.

Answer 8

What lesson is this called?

Answer 9

Plane Geometry - Triangles

Answer 10

Right triangles?

Answer 11

Areas & Perimeters of Common Geometric Figures po

Answer 12

Okie, I will see what I can do.

Answer 13

are you suppose to right true or false at the bottom

Answer 14

Really helps you shared your assignment.

Answer 15

\(\color{#0cbb34}{\text{Originally Posted by}}\) @Imagine
are you suppose to right true or false at the bottom
\(\color{#0cbb34}{\text{End of Quote}}\)
Write*

Answer 16

Thank you, I'm answering module 3, 4 and 5 and I'm stuck at module 3.

Answer 17

So, Number 1. Is (True)correct, due to you needing 2 angles that equal 90* =180*

Answer 18

How can I find the altitude upon the third side of the triangle po?

Answer 19

With the equal I gave you first.

Answer 20

@jhonyy9

Answer 21

I will get someone who is a math genius.

Answer 22

@Hero Sorry to bother you but can you do this math problem?

Answer 23

hi - @Imagine you above posted image not is good

Answer 24

My Apologize.

Answer 25

A triangle inscribed in a circle of radius 6 cm. has two of its sides equal to 12 cm. and 18 cm. respectively. It is required to find the altitude upon the third side of the triangle.

so than i understand it correct - right - than the radius is 6 cm so from this result the diameter is 12 cm

so do you can drawn it correct ?

Answer 26

(\12 \div 2=6\)

Answer 27

yes 6 cm is the radius and the diameter has 12 cm length

Answer 28

why you write me this now ?

Answer 29

\[ 12 \div 2=6 \]

Answer 30

So, the correct answer is 6?

Answer 31

Due to it having two EQUAL sides?

Answer 32

ATTENTION please !

A triangle inscribed in a circle of radius 6 cm. has two of its sides equal to 12 cm. and 18 cm. respectively. It is required to find the altitude upon the third side of the triangle.

hope you know that inside a circle the greatest chord is the diameter - yes ?

so how can you draw a triangle inscribed in a circle with 2 sides equal 12 cm ?

i think this is impossibile to creat it

Answer 33

That why I was confused.

Answer 34

yeah - i think in the text of posted problem there is something bad

Answer 35

so do you understand me now sure ?

Answer 36

Yeah but wait a second.

Answer 37

ok

Answer 38

That is the math worksheet.

Answer 39

idk.

but the text of the posted problem initial not is correct - right

Answer 40

Correct.

Answer 41

Thank you, Jhonny.

Answer 42

np

yw

Answer 43

and anytime

Answer 44

There is no more questions. Want to solve some of mine?

Answer 45

i can try than you post it on the open question column

Answer 46

it's geometry

Answer 47

ok i love it