Finding the Unknown Angle in a Straight Line | Geometry Problem with JusticeTheTutor #shorts #math

[changenocoro]

this was literally the easiest question in exams in 6th grade turkey

[davidmurray]

Where were you when I was in middle and high school math? My math teachers sucked. Your straight forward, simple solutions are easy to follow and understand. Thank you.

[notch]

Glad I found this while I’m still in school

[maxwiebe]

this was the first time i got one right before you started calculating

[archanarai]

To be honest, because of population in India, we study a lot of hard questions, and we find your question to be the easiest class 6 question

[TableTopic]

I say merge the pie into 3 slices instead of six so each slice is 2a. 90degrees/3slices = 30

[Erick-ildf]

I didn't realise at first that the circles above the a's were actually degrees. I thought it meant to the power of zero and got 2a=2 lol

[KaushalDhruw]

Why not divide both sides by 3 instead of 6. It's an easier and quicker way to find 2a.

[timeonly]

Since you're after 2a, it's faster to just divide both sides by 3. Done.
Could also do it by counting up how many pairs of angles of measure 'a' make up the 90 degree right angle: three. Therefore, 2a is 90/3= 30 degrees.

[incorrext]

This is the simplest problem I’ve seen on your channel

[johnbhai]

Man although it seems basic, but i really really appreciate what you've shown... Kudos

[stalthyone]

That is so simple I didn’t even need to do all that, it’s evident it’s 30°.

[lindabennett]

At last! A problem that I could solve, within the first loop and before it was on screen. My life is complete!!!

[vt]

3x(2a)=90
Divide both side by 3, you get!
2a=30

[helcurt]

Waiting for indian to comment "do jee" "i learnt this in 1st grade".

[IgnacioMaki]

Is this actually possible? This answer is based on the idea that each a is equal and worth 15, but what if they weren’t? There is no way to tell that they are all equal and two of them always add up to 30.

[darksyfi]

I love these things man. Keep on going and doing your thing

[jasonmcelroy]

Finally, one of these shorts i can get 😁

[Ole_Hickory]

I found you while I was having trouble in math. You make math look so easy. And thank you for helping me

[krispyanan]

divide both sides by 3 to save 1 second of ur time lol