Vector Algebra Identities – Class 11 Maths | Complete Concept
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YouTubeSG CLASSES (physics English)
Vector Algebra Identities – Class 11 Maths | Complete Concept
....In this video, we cover Class 11 Maths – Vector Algebra Identities in a clear and simple way. All important vector identities, formulas, and basic concepts are explained step-by-step so that students can understand easily and solve questions confidently. This lecture is perfect for: Class 11 students Board exam preparation Competitive ...
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and
Shivang Maths Academy
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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YouTubeShivang Maths Academy
Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
2.4K views5 months ago
YouTubeShivang Maths Academy
Q) The projection vector of vector π‘Ž βƒ— on vector 𝑏 βƒ— is#cbse2026 #maths
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Q) The projection vector of vector π‘Ž βƒ— on vector 𝑏 βƒ— is#cbse2026 #maths
4.6K views3 months ago
YouTubeShivang Maths Academy
Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
1:21
Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2)
2.6K views5 months ago
YouTubeShivang Maths Academy
....Class 11 Maths | Sets – Set Builder Form Full Chapter Explanation | Easy Concepts
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Q) Let π‘Ž ,𝑏 and 𝑐 be three vectors such that π‘Ž ⋅𝑏 =π‘Ž ⋅𝑐 and π‘Ž ×𝑏 =π‘Ž ×𝑐 ,π‘Ž β‰ 0. Show
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Q) Let π‘Ž ,𝑏 and 𝑐 be three vectors such that π‘Ž ⋅𝑏 =π‘Ž ⋅𝑐 and π‘Ž ×𝑏 =π‘Ž ×𝑐 ,π‘Ž β‰ 0. Show
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Q) If the sides 𝐴𝐡 and 𝐴𝐢 of △𝐴𝐡𝐢 are represented by vectors 𝑗+π‘˜ and 3𝑖 βˆ’π‘— +4π‘˜ then
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Q) If a and b are unit vectors inclined with each other at an angle 0, prove that |a - b|= sin x/2
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Q) The values of π‘₯ for which the angle between the vectors a βƒ—=2π‘₯^2 i+4π‘₯j+k and b=7iβˆ’2j+π‘₯k obtu
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Q) If |π‘Ž βƒ—+𝑏 βƒ— |=60, |π‘Ž βƒ—βˆ’π‘ βƒ—|=40 and |𝑏 βƒ—|=46, then find |π‘Ž βƒ—|.#vectoralgebra #vectors
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Q) Find a vector of magnitude 5 which is perpendicular to the vectors 3𝑖 βˆ’2𝑗 +π‘˜ and 4𝑖 +3𝑗 βˆ’2
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Q) Using vectors, find the value of K such that the points (K,βˆ’11,2),(0,βˆ’2,2) and (2,4,2) are col
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Q) Using vectors, find the value of β€˜b’ if the points A(-1, -1, 2), B(2, b, 5) and C(3, 11, 6)
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Q) Let p βƒ— and q βƒ— be two unit vectors and 𝛼 be the angle between them. Then (𝑝 βƒ—+π‘ž βƒ—)
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