Скалярное произведение векторов. Угол между векторами. Проекция вектора на вектор

We'll use specific examples to find the dot product of vectors. An example is given using two formulas. We'll also explore applications of the dot product, specifically the angle between vectors and the projection of a vector onto a vector. Timecodes: 0:00 Welcome 0:19 Dot product notation 1:14 Formula for the dot product of vectors using the lengths of the vectors and the cosine of the angle between them 1:52 Formula analysis using an example 3:06 Formula for the dot product of vectors using coordinates 3:14 Formula analysis using a specific example 4:15 Applications of the dot product of vectors 4:22 Angle between vectors 8:53 Projection of a vector onto a vector 12:03 Conclusion Get a free cheat sheet for higher mathematics https://clck.ru/36ixqg Want to explore this topic on your own? Want more examples? Sign up for a consultation on higher mathematics at https://clck.ru/36ixsW No time to figure it out? Send me your assignments, and I'll help you https://clck.ru/36ixvt ***************************************** Join me on social media: VK Group: https://vk.com/matematika.online VKONTAKTE: https://vk.com/ulyana.polovinckina **************************************