Find the angle X in the smaller Circle | Learn how to Solve this Tricky Geometry problem Quickly

Learn how to find the angle X in the given diagram. Solve this tricky geometry problem by using Circle Theorem and Central Angle Theorem.
Today I will teach you basic tips and hacks to solve this tricky geometry problem in a simple and easy way. Step-by-step tutorial by PreMath.com
• Find the angle X in th...
Need help with finding the angle X in this complex Geometry question ? You're in the right place!
I have over 20 years of experience teaching Mathematics at American schools, colleges, and universities. Learn more about me at
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Find the angle X in the smaller Circle | Learn how to Solve this Tricky Geometry problem Quickly
#FindAngleX #Geometry #GeometryMath
#OlympiadMathematics #CollegeEntranceExam #OlympiadPreparation
#PreMath #PreMath.com #MathOlympics #HowToThinkOutsideTheBox #ThinkOutsideTheBox #HowToThinkOutsideTheBox? #SemiCircle #Radius #Radii
#PythagoreanTheorem #Pythagorean #ParallelLines
#HowtoCalculatethedistance #Findthedistanceofthelinesegment #LineSegment #length #distance #blackpenredpen #ComplementaryAngles #OlympiadMathematics
#FindtheAngleX #HowtoSolvethisTrickyGeometryProblemQuickly #IsoscelesTriangleProperty
#IsoscelesTriangle #IsoscelesTriangles #Isosceles #Triangle #Triangles #ThalesTheorem
#CircleTheorem #CentralAngleTheorem #Quadrilateral
Olympiad Mathematics
pre math
Po Shen Loh
Learn how to find the angle X
How to Solve this Tricky Geometry problem Quickly
Exterior Angle Theorem
Alternate interior angles
premath
premaths
circle
Radius
Diameter
Radii
Isosceles triangles
Thales's Theorem
Thales' Theorem
Central Angle Theorem
Circle theorem
Quadrilateral
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[@AdamjacobiGIA]

I was able to solve this in my head just looking at the thumbnail! Which is especially a credit to your channel because I had long since forgotten the central angle theorem from my old geometry days until encountering it in your puzzles. I always look forward to seeing a new problem from you, thanks and have a blessed day!

[@PreMath]

Nice work! Glad to hear that! Thanks for sharing! Cheers! You are awesome, Adam. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@shivangjoshi8999]

This is the best channel for maths enthusiasts candidate

[@PreMath]

Glad you think so! Thanks for your feedback! Cheers! You are awesome, Joshi. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@anatoliy3323]

Thank you so much, sir! I consider this your math lesson as the best support during the today's blackout in our city. I wish all the best to you, dear Mr PreMath, and may God bless your wonderful country!

[@PreMath]

You are very welcome! Thanks for your continued love and support! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀 PEACE!

[@theoyanto]

Knowing the rules that you taught me and a little bit of observation and logic that you also taught me, this problem was a breeze 🤓👍🏻

[@HappyFamilyOnline]

Beautiful explanation👍 Thanks for sharing😊😊

[@PreMath]

Most welcome 😊 Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@yalchingedikgedik8007]

Very good , very dimlified method . Thanks PreMath

[@PreMath]

You are very welcome! Glad you think so! Thanks for your continued love and support! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@KAvi_YA666]

Thanks for video.Good luck sir!!!!!!!!!!!!

[@PreMath]

Thank you too You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@AmirgabYT2185]

48°

[@johnryder1713]

Thanks my friend you give me success

[@htoonaingaunglwin6943]

very nice probem! Initailly, I can't find the key point of centre angle theorem , but it becomes easier as soon as I use that.

[@PreMath]

Glad it helped! Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@WaiWai-qv4wv]

Very thanks

[@PreMath]

You are very welcome! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@Waldlaeufer70]

That's a beautiful problem! :)

[@PreMath]

Glad you think so! Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@mibsaamahmed]

Very nice explanation sir

[@PreMath]

Thanks and welcome Glad you think so! Thanks for sharing! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@dakshgiriraj4468]

wow superb..👌👌👍

[@PreMath]

Thanks a lot 😊 Glad you think so! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@luigipirandello5919]

I like this channel here.

[@PreMath]

So nice of you. Thanks for your continued love and support! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@arnoldmalalay1029]

I love to solve but i need time to think about it.maybe tommorow i have my solution.Thank you for video Sir..

[@PreMath]

Always welcome Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@mathbynisharsir5586]

An informative video sir

[@PreMath]

So nice of you Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@santiagoarosam430]

In the proposed scheme, the corresponding central angles are (2*42º=84º) and (2X), two of its sides form the segment AB that joins the centers of both circles, and the other two sides are radii perpendicular to the tangent line. common to both circumferences; Those four segments form a quadrilateral whose interior angles add up to 360º →→ 90º + 90º + 2X +84º = 360º → 2X=96º → X=96/2=48º Regards

[@PreMath]

Thanks for sharing! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@mahalakshmiganapathy6455]

Super ❤️

[@PreMath]

Glad to hear that! Thanks for your continued love and support! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@brahimouahab3022]

you are always legend

[@PreMath]

So nice of you. Thanks for your continued love and support! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@राजनगोंगल]

👍👍👍👍👍👍

[@PreMath]

Thank you! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@alster724]

Tricky at first but easy at the end

[@PreMath]

Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@manojitmaity7893]

I solved this problem within a blink of eye.

[@PreMath]

Super! Thanks for sharing! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@solomou146]

Έξυπνη άσκηση για ένα μαθητή Λυκείου. Δεν νομίζω ότι είναι δύσκολη για ένα μέσο μαθητή από τη στιγμή που οι κινήσεις που πρέπει να γίνουν είναι στάνταρ. Ενώνουμε τα κέντρα με τα σημεία επαφής κ.λ.π

[@PreMath]

Super! Thanks👍

[@rambabuprasad2888]

I love to solve it 🌸💐🌺🌷🌹💗💖💘💝🌸💐🌺🌷🌹💗💖💘💝🌸💐🌺🌷🌹💗💖💘💝🌸💐🌺🌷🌹💗💖💘💝

[@PreMath]

Excellent! Glad to hear that! Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@Su4ji]

C= 1/2 * 96 = 48

[@Tslol-be3dl]

Prove it y+x=90 degree by y = 42 degree and 2y+2x+90+90 = 360 degree

[@PreMath]

Thanks for your feedback! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@Navin_bawaskar_]

Do you first find the questions and solve it by yourself then post the video ?

[@PreMath]

Yes! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀

[@prossvay8744]

x=48

[@sonusonu-fh4yy]

Solve by guess its 48°

[@PreMath]

Thanks for sharing! Cheers! You are awesome. Keep it up 👍 Love and prayers from the USA! 😀 Stay blessed 😀