8. Brahmagupta’s Theorem - Deepstash
8. Brahmagupta’s Theorem

8. Brahmagupta’s Theorem

Brahmagupta theorem states that,

If a cyclic quadrilateral is orthodiagonal (i.e., has perpendicular diagonals), then the perpendicular to a side from the point of intersection of the diagonals always bisects the opposite side.”

Geometrically, this theorem means that, in a cyclic quadrilateral ABCD, diagonals AC and BD are perpendicular to each other. The intersection of AC and BD is M. Drop the perpendicular from M to the line BC, calling the intersection point E. Let F be the intersection of the line EM and the side AD. Then, according to the theorem, F is the midpoint of side AD.

5

7 reads

CURATED FROM

IDEAS CURATED BY

vedarham

 卐 || एकं सत विप्रा बहुधा वदन्ति || Enthusiast || Collection Of Some Best Reads || Decentralizing...

The idea is part of this collection:

Survival Tips

Learn more about education with this collection

Basic survival skills

How to prioritize needs in survival situations

How to adapt to extreme situations

Related collections

Similar ideas to 8. Brahmagupta’s Theorem

WHEN TO SELL A STALWART

These are the stocks that I frequently replace with others in the category. There’s no point expecting a quick tenbagger in a stalwart, and if the stock price gets above the earnings line, or if the p/e strays too far beyond the normal range, you might think about selling it and waiting to buy it...

Maintaining Your Audience's Interest

Now that you’ve captured the audience, you have to maintain their interest. This can take different formats:

  • Problem/Solution: This is commonly used when introducing a product or innovation, using the Monroe Sequence: Draw attention, Establish need, ...

Read & Learn

20x Faster

without
deepstash

with
deepstash

with

deepstash

Personalized microlearning

100+ Learning Journeys

Access to 200,000+ ideas

Access to the mobile app

Unlimited idea saving

Unlimited history

Unlimited listening to ideas

Downloading & offline access

Supercharge your mind with one idea per day

Enter your email and spend 1 minute every day to learn something new.

Email

I agree to receive email updates