need help

[formal magnet]

if the angles are in the ratio 2:3:5 you can call them 2x, 3x, 5x

[analog plinth]

Yeah

Do you make them equal to 180

Then solve for x

@formal magnet I think I got the first one

[formal magnet]

yes

nice

[analog plinth]

How do I get the second one tho?

[formal magnet]

you have that the shortest side is opposite the smallest angle

so you can use sin(angle) = opp/hyp

[analog plinth]

So would you have to use I)

To give you the opposite

[formal magnet]

wat

use that they're in 2:3:5 ye

use the value calculated

[analog plinth]

I got 18:27:45

[formal magnet]

do those sum to 180?

[analog plinth]

The all add up to 90

[formal magnet]

they should add up to 180

[analog plinth]

Oh 180

[formal magnet]

mhm

[analog plinth]

They add up to 180

I solved for x then substituted

[formal magnet]

ik i can tell

[analog plinth]

So what do I do after that?

[formal magnet]

it just says show that there is a right angle

[analog plinth]

I see

But don’t right angle have to form 90 degrees

[formal magnet]

a right angle is 90 degrees

the angles in the triangle add up to 180

right-angled doesn't mean it adds up to 90, it means one of its 3 angles is 90

[analog plinth]

True

So what do I do after that

[formal magnet]

#1123504649828306944 message