Calculus III: The Dot Product (Level 1 of 12) | Geometric Definition

Показать описание

This video goes over the dot product also known as the scalar product. This video covers the geometric interpretation of the dot product by going over 5 distinct cases where the angle between the vectors varies.

#calculus3 #math #school

0:00 Introduction
1:47 Scalar Multiplication Review
2:16 Dot Product (Scalar Product)

►Website, Worksheets and Equation Sheets◄

►Math Fortress Merchandise◄

►Watch Videos Ad Free!◄

►Social Media◄

►Donate (Help Strengthen the Fortress!)◄
Bitcoin (BTC): 16NaDKvXa25TuQQ9813CtoWHGrn4g7urQp
Bitcoin Cash (BCH): 12TvhGQk1wATXpoQcDJCa7Yc9UAnks91Kk
Ethereum (ETH): 0x99d0295e78147b920fE493cC876a74fBC53EECB7
Ethereum Classic (ETC):
0x34f33324b36A6041a128A28e66a99Fd117FCe99a
Litecoin (LTC): LdvzBC4nTx1ERu6QwbhVaBU4n1UPYs2jME
Basic Attention Token (BAT): 0xFE106dBe54B11F990D93b372dBE5d38E9615196F
Zcash (ZEC): t1NUxoiQZSJENppQyJDhiBK1K2Vqrnz1gUz
Dai (DAI): 0xc3aB4726c0471286999CEba19D270Cb9aBfE3Ad5
Ripple (XRP): Wallet: rw2ciyaNshpHe7bCHo4bRWq6pqqynnWKQg | XRP Tag: 2344320842
Augur (REP): 0xAA329a15407B3F8d0b5A4160BF6B8F0D7296b1fA
Stellar (XLM): Wallet: GDQP2KPQGKIHYJGXNUIYOMHARUARCA7DJT5FO2FFOOKY3B2WSQHG4W37 | XLM Memo: 1165331293481582198
EOS (EOS): Wallet: coinbasebase | EOS Memo: 3145873237
STEEM: mathfortress

Рекомендации по теме

Комментарии

How much of A contributes to B. And how much of B contributes to A.
So when they are perpendicular...none of A is in B = 0
Makes so much sense geometrically.

How incredibly clear this is!!!! You are an amazing teacher. Methodical, step-by-step and taking nothing for granted concerning prior knowledge. EXCELLENT!!!!

It has also demonstrated to me...after watching a number of videos by others on the dot product, just how mediocre and confusing most teachers are. My opinion.

jimkeller

0:00 Introduction
1:47 Scalar Multiplication Review
2:16 Dot Product (Scalar Product)

MathFortress

Terrific lecture! Thank you for sharing additional information on the dot product of two vectors particularly the 5 dot product cases.

rajendramisir

Superb Nice.... Keep it up sir.... Thanks for the video....

rajas

Your video is very helpful. Thanks for help. God bless you.

tasninnewaz

This makes so much sense geometrically now that I've seen this video.

inquisitive

How come if vectors lay on the same line their magnitudes can be multiplied as we do with real numbers?

pavelkoprivec

Calculus III: The Dot Product (Level 1 of 12) | Geometric Definition

Calculus 3 - The Dot Product

Calculus 3 Lecture 11.3: Using the Dot Product

The Vector Dot Product

Calculus III: The Dot Product (Level 1 of 12) | Geometric Definition

Calculus III: The Dot Product (Level 8 of 12) | Scalar, Vector and Orthogonal Projections

Calculus III: The Dot Product (Level 7 of 12) | Examples V

How to Compute Dot Products Multiple Examples from Calculus 3

Calculus 3: The Dot Product (Video #3) | Math with Professor V

Vector Multiplication | Dot Product Explained

Calculus III: The Dot Product (Level 3 of 12) | Examples I

Calculus III: The Dot Product (Level 5 of 12) | Proof, Angle Between Vectors, Examples III

Angle between vectors leads to defining the Dot Product | Multivariable Calculus

ALL of calculus 3 in 8 minutes.

Calculus III: The Dot Product (Level 2 of 12) | Component Definition, Properties

Calculus III: The Dot Product (Level 6 of 12) | Examples IV

Calculus III: The Dot Product (Level 9 of 12) | Examples VI

Calculus III: The Dot Product (Level 4 of 12) | Examples II

Calculus 3: Vector Calculus in 3-D (23 of 35) A Real World Example of a Dot Product

Calculus III: The Dot Product (Level 11 of 12) | Work, Examples VIII

Dot products and duality | Chapter 9, Essence of linear algebra

Calculus 3 - Intro To Vectors

Calculus III : Dot Product

Calculus 3: Vector Calculus in 2D (14 of 39) Dot Product (A Second Method)

Dot product | Lecture 3 | Vector Calculus for Engineers