Hello math bugs(🐞) and hivers(🐝) Well come to another interesting proof of geometric formula, volume of a cone [1/3 πr²h]! We all get to know about volume of a cone in school but we just crammed the

Hello math bugs(🐞) & hivers(🐝) Well come to another episode of geometry. Today, I have come up with a problem on similarity. It is very easy of you did this before. At first, let me elaborate the

Hello maths bugs(🐞) & hivers(🐝) Well come back to another intersting geometric problem with it's beautiful solution. There is large ∆ABC whose whose sides are AB= 13 cm, AC = 14 cm and BC = 15 cm.

Hello math bugs(🐞) and hivers(🐝) I hope you are doing well in life. Welcome to another episode of gemeteic problem and it's sulution. We allready know how to find the area of a triangle when sides are

Hello math bugs (🐞) & hivers(🐝) I hope you are strong & stout and doing great in life. Here is another problem on similarity. The problem says: There are two poles of 15m and 10m height, standing

Hello math bugs(🐞) & hivers(🐝) Well come to another interesting geometric concept and Solution of the given problem with the help of that. You have already seen the problem figure. It may seems hard

Hello maths bugs(🐞) and hivers(🐝) Well come to meta's math riddles. Today I have come with an another intersting math's probelm with it's sweet solution.There is a ∆ABC whose two sides along with thr

Hello math bugs(🐞) and hivers(🐝) Well come to another sweet and interesting geometeic problem. We know that the bisector of angle between two sides of a triangle divides the third and opposite side of

Hello math bugs(🐞) and hivers(🐝) I hope everything with okay with you. Well come to another geometric problem and it's solution. We have a right angle triangle. If in-radius(r) of circle inside the triangle

Hello maths bugs(🐞) and hivers(🐝) Well come to another intesting concept with its proof. We know that the distance between Cir-cum-crntre and In-centre of a triangle is given by square root of (R²-2rR).

Helo math bugs(🐞) and hivers(🐝) Well come to another intersting gemetric concept. Here I am going talk about Ex. Here Ex means Exo or outer and thus ex-centre become outer centre of a triangle. The three

Hello math bugs(🐞) and hivers(🐝) I hope evrything is alright with you. Well come to another interesting geometric problem. You must have seen the question figure. Originally it was a verbal question

Hello math bugs(🐞) and hivers(🐝) I hope you are strong and stout & doing well in life. Well come to another interesting geometric proof. We all know about Heron's formula used to find area of a triangle

Hello math bugs (🐞) and hivers(🐝) I hope everything is fine and you are having a good time. Well come back to another interesting and very important geometric conclusion which is given by R = a/√3 unit,

Hello math bugs(🐞) and hivers(🐝) Well come to my math blog Today I have come up with the second part of Finding Angle Bisector of Triangle when three sdies of a triangle are given. But if you want to

Hello maths(🐞) and hivers(🐝) Well come everyone Today I have come up with an impotrant topic on angle bisector of a triangle. We are going to see the different approaches by which we can obtain the vaules

Hello math bugs(🐞) and hivers(🐝) I hope you are strong and stout and doing good in life You can see a ∆ABC circumscribed by a circle. CD and BE , the bisectors of ∠ABC do touch the cir-cum-circle at

Hello math bugs(🐞) and hivers(🐝) I hope you are strong amd stout and doing great in life Well come to another intersting gemetric problem and its solution. ∆ABC is a random triangle. AD is perpendicular

Helloo! math bugs(🐞) and hivers(🐝) I hope you are strong and stout & doing great in life. Well come to another new problem and its solution. First let me explain the question a little bit; otherwise

Hello maths bugs(🐞) and hivers(🐝) I hope you are string and stout & doing good in life. Today, I have another interesting problem bases on wuadrilateral when two sides are parallel. You Can see in