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OpenStudy (blahblahh):
If m∠ NQM= 2x + 8 and m∠ PQR= x+22, find the value of x
OpenStudy (blahblahh):
@Eiwoh
OpenStudy (blahblahh):
@mikey
OpenStudy (blahblahh):
@Unavailabilityy
OpenStudy (3mar):
May I help?
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OpenStudy (mikey):
i was about to say @3mar
OpenStudy (blahblahh):
@3mar of course
OpenStudy (mikey):
that stuff is out of my league, SORRY
OpenStudy (3mar):
Thank you, mikey!
OpenStudy (blahblahh):
@mikey its okay
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OpenStudy (3mar):
As illustrated in the figure, the two angles are equal.
ok?
OpenStudy (blahblahh):
ok
OpenStudy (3mar):
So you can equate the the two magnitudes of these two angles and create an equation.
Please share your work and show me where you reached!
OpenStudy (blahblahh):
How do I equare the magnitudes of these angels to create an equation
OpenStudy (blahblahh):
equate
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OpenStudy (blahblahh):
sorry I'm really bad at this
OpenStudy (3mar):
What is the magnitude of the first angle?
OpenStudy (3mar):
ha?
OpenStudy (3mar):
Thank you for the medal!
But we did not finnish yet!
OpenStudy (blahblahh):
I don't know what does that mean
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OpenStudy (3mar):
You said:
"If m∠ NQM= 2x + 8 and"
what that means?
OpenStudy (blahblahh):
it equals 2?
OpenStudy (3mar):
you mean x?
OpenStudy (blahblahh):
yes x equals 2?
OpenStudy (3mar):
So you need check?
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OpenStudy (blahblahh):
what do I need to check?
OpenStudy (3mar):
x does not equal to 2
OpenStudy (blahblahh):
ok then can you show me how to do this because i have no idea what Im doing
OpenStudy (3mar):
ok
OpenStudy (3mar):
As m∠ NQM= 2x + 8 and m∠ PQR= x+22, and these two angles are equal in magnitudes, then we can express the following
\[2x+8=x+22\]
then solve for x
\[2x+8-x=x+22-x\]
\[x+8=22\]
\[x+8-8=22-8\]
\[x=14\]
EASY, is not it?
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OpenStudy (blahblahh):
Thank you! You just saved my life
OpenStudy (blahblahh):
It makes perfect sense :)
OpenStudy (3mar):
Thank you for the medal!
OpenStudy (3mar):
Thank you for learning!!
OpenStudy (3mar):
I will help as much as I know and as I can.
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