Calculate the Length of AB in the Given Diagram | Step-by-Step Tutorial

[sangam]

😘😘Thankuu so much for this amazing video sir ... these questions will really help us in increasing our mental and thinking power ⚡⚡... and also helpful for competitive exams🔥🔥🔥

[اممدنحمظ]

تمرين جميل جيد . شرح واضح مرتب. رسم واضح مرتب . شكرا جزيلا لكم والله يحفظكم ويرعاكم ويحميكم جميعا . تحياتنا لكم من غزة فلسطين .

[Kino-Imsureq]

Thank you for always uploading these videos! Before, my solutions were kinda stupid but you taught some consistent procedures on how to solve these problems: and then I was able to solve this one! You deserve more recognition dude.

[rogercornelio]

Thank you so much!!! An EXCELLENT review class!!! Please keep on providing this kind of tutorial/review!!!

[billcame]

This just popped up on my YouTube page. I had to think about it awhile and I came up with your answer.

[peterlastrucci]

I wish I had trig tutor like you at school in my day.. you are excellent!

[kazisorifulhoque]

These types of problem gives me so energy.a lot of thanks

[japeking]

Very pleased to have got there in about 5 minutes. I wonder if you could make it a bit quicker for those who have an answer perhaps by posting the timestamp where the answer shows up.
Having used the same method as yourself to arrive at an answer, it was just a bit tedious to go through it all again, and even slower that when I did it.
Still... always a glow when something pans out. Thanks.

[tintinfan]

This channel is best for maths puzzles... Keep bringing more such videos

[tombufford]

At a quick glance I would do this in two stages. From the green to red circle centers : dist1=:sqrt( (3+4)^2 - (12-4-3)^2 ) = sqrt(49-25)=sqrt(24). dist2 from red to blue centers: = sqrt(6+4)^2- (6-4)^2)=sqrt(96). Total distance = dist1 + dist2 = sqrt(24) + sqrt(96). distance squared = 24 + 24*4 . Total distance = 14.7.

[gilbertgeraud]

Thank-you! I am a philosophy teacher in Réunion island and i would like to study maths seriously. I appréciate your vidéos.

[瘋狂是真實的]

And please don't quit your channel people need you....🥺🥺🥺🥺

[aniketkori]

Thank you sir this will increase my mathematics and I solve many questions regarding this matter

[balamurali]

G.mor. sir, your method is very clear and easily understand, Thank you for your good teaching

[Waldlaeufer]

If you connect the radii of the respective neighboring circles (add the radii) and construct a right-angled triangle at each of the hypotenuses with a horizontal and a perpendicular, you get the following two triangles (Pythagoras):

a² = 7² - 5² (left right triangle) = 49 - 25 = 24
b² = 10² - 2² (right right triangle) = 100 - 4 = 96
x = a + b (horizontal lines that make up the horizontal distance between the centers of the circle)
x = sqrt(24) + sqrt(96) = 14.697

[thewaytruthandlife]

there another solution:
connecting N & M and draw that line outside of the box to the right. NM represents a tri angle with diagona;l 10 (4+6) and a short side of 2 ( 6-4) calculate the angle which is 11, 5369 degrees which is the same as the triangle P M and a straight line down from M
short side of that triangle is 3 (6-3) so one can calculate the distanbce AB snince AB is 1 side of that triangle (outside on the right the box triangle). using length = 3 / tan(alpha) = 3 / tan(11, 5369...) = 14, 69694

[hoangnguyen]

Very good and funny videos bring a great sense of entertainment!

[minifoodies]

Good explanation I enjoyed ur videos 👍
Happy to see u friend and good luck

[johnbrennan]

Nice problem and nice solution with great presentation.

[ramanivenkata]

Systematic working to arrive at the Answer. Simply Amazing 👍👍