ss below
@florisalreadytaken
@snowflake0531
stop tagging snow
what
once again, lets have a look at what we're given \[ m\overset{\huge\frown}{a}= 40^o \] \[ m\overset{\huge\frown}{b}= 110^o \] \[ m\overset{\huge\frown}{x}= ?^o \] you know what formula we will be using right? \[ m\overset{\huge\frown}{b}=m\overset{\huge\frown}{x}-m\overset{\huge\frown}{a} \] that said, lets plug the info we have in: \[ 110^o=x^o-40^o \] \[ x= 110+40 \] \[ x= ?? \]
im so sorry i didnt answer ive been busy babysitting
?
I will have to disagree with the above reply
Let's think of it one circle at a time, okay? |dw:1620337835971:dw| What is the angle of an inscribed angle? It's going to be half of the arc So what is half of 110?
55
So that's the angle of the inscribed angle |dw:1620337950511:dw|
Now let's add in the other circle, okay?|dw:1620337981764:dw| Does that make sense so far?
so add 40
no we have to use that one formula that we kept posting that you didn't understand haha
oh great
let me explain it to you. When you have an angle like this, then this is how you calculate it Does it make sense? The angle is going to be the big arc minus the small one and then divided by 2 |dw:1620338224984:dw|
so 110-40 then divide by 2?
no no no remember 110 is part of the BIGGER circle now we're looking at the smaller circle we found the angle to be 55, remember? and we want to find x
This is what we're looking at specifically in the drawing |dw:1620338441014:dw|
if you want to see the bigger circle, it's still there but we don't need it to solve for x anymore now that we got the angle of 55 |dw:1620338493810:dw|
so minus the angle to 44 and then divide it?
the bigger arc is x the smaller one is 40 (i accidentally made a typo, your question has 40 but I accidentally wrote 44) and then the angle is 55 so 55 = 1/2 * (x - 40) can you solve for x?
how do i solve that divide 40 and then minus it by 55?
so do you see how you have 1/2 (x-40) you need to move the 1/2 to the other side and you can do that by multiplying 2 on both sides because 1/2 * 2 = 1 so then all you'll be left with is x-40 so what is 55 * 2 = ?
110
so now we have 110 = x - 40 now add 40 on both sides
150
There you go! :)
oh thank you
you're welcome :)
ok dont hate me
i have 2 more and then i think im done
of course not feel free to post them and tag me
ok
Same exact thing — just that u did it all the way from finding a and bllabblabbla :\ — i’d rather use the 1st formula :)
the first one was easier lol as long as they end up being the same answer ill use the easier formula
oh, interesting
people learn it different ways not all school teach the same way
My bad, I didn't realize it worked out to the same answer as well Essentially it mixed the two formulas into one
My bad, I didn't realize it came out to the same answer Impressive solution too. It combines both the formulas to save time
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