🎓בגרות 472 קיץ 2026 מועד א שאלה 2-וקטורים.
📌What's in the video: In this video, we will fully and in-depth solve the vector question from Questionnaire 472 of the Summer Term 2026. We will learn how to express geometric vectors in space using the vectors u, v and w in a triangular pyramid. We will calculate the volume of the pyramid using trigonometry and finding the area of the base and the height of the body perpendicular to it. We will perform a scalar product between vectors and use it to prove perpendicularity between lines and sides in space. We will finish by calculating the length of a vector and finding the area of a right-angled triangle enclosed within the pyramid in a simple way. 📌 Link to the question in the video: https://kibinimatika.org/wp-content/u... 💡Our practice site: https://www.mode53.com/ 💬 Join our community on Discord - for questions, answers and guidance: 🔗 / discord 🌐 Our website: https://kibinimatika.org 🔗 For all our study groups and community: https://kibinimatika.org/groop 📚Our groups on Telegram: https://t.me/ovadgroups 🔥Oved Lev Ari's update channel: https://whatsapp.com/channel/0029VbAD... 🧮The link Playlist: • 🎓בגרות 472 קיץ 2026 מועד א שאלה 4-חקירת פו... Like, comment and subscribe to the channel help the content reach more students! Click the bell 🔔 to stay updated on every new video! Time distribution: 0:08 - Introduction and presentation of the question Questionnaire 472 Summer 2026 Date A 0:14 - Section A: Expressing vectors using u, v and w 0:24 - Section A: Finding the vectors BC and BS 2:37 - Section A: Finding the vectors AE and AF 5:37 - Section B: Calculating the volume of the pyramid SABC 8:07 - Section C: Part 1 Calculating the scalar product u*v 10:05 - Section C: Part 2 Proving that the vector AF is perpendicular to the vector AE 13:46 - Section D: Part 1 Finding the length of the vector AF 16:41 - Section D: Part 2 Calculating the area of the triangle AFE Tags: #vectors #mathematics #Questionnaire472 #MatriculationinMathematics #Geometricvectors #Mathematicsstudy #Highschool #Students #WorkingwithBarry

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