If a ⃗+b ⃗+c ⃗=0,|a ⃗ |=3,|b ⃗ |=5 and |c ⃗ |=7, find the angle between a ⃗ and b ⃗.......Q252

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The angle between vector 𝑨 ⃗ and (𝑨 ⃗−𝑩 ⃗ ) is: Vector Algebra The angle between vector 𝑨 ⃗ and (𝑨 ⃗−𝑩 ⃗ ) is: Vector Algebra
If 𝑨 ⃗×𝑩 ⃗=𝑩 ⃗×𝑨 ⃗ then angle between 𝑨 ⃗ and 𝑩 ⃗ is: (A) 𝝅/𝟐 (B) 𝝅/𝟑 (C) 𝝅 (D) 𝝅/𝟒 If 𝑨 ⃗×𝑩 ⃗=𝑩 ⃗×𝑨 ⃗ then angle between 𝑨 ⃗ and 𝑩 ⃗ is: (A) 𝝅/𝟐 (B) 𝝅/𝟑 (C) 𝝅 (D) 𝝅/𝟒
If 𝑎 ⃗+𝑏 ⃗+𝑐 ⃗=0, then show that 𝑎 ⃗×𝑏 ⃗=𝑏 ⃗×𝑐 ⃗=𝑐 ⃗×𝑎 ⃗. If 𝑎 ⃗+𝑏 ⃗+𝑐 ⃗=0, then show that 𝑎 ⃗×𝑏 ⃗=𝑏 ⃗×𝑐 ⃗=𝑐 ⃗×𝑎 ⃗.
If a ⃗,b ⃗,c ⃗ are unit vectors such that a ⃗+b ⃗+c ⃗=0, find the value of a ⃗.b ⃗+b ⃗.c ⃗.......253 If a ⃗,b ⃗,c ⃗ are unit vectors such that a ⃗+b ⃗+c ⃗=0, find the value of a ⃗.b ⃗+b ⃗.c ⃗.......253
Q. If A+B=C And 𝐀 ⃗+𝐁 ⃗=𝐂 ⃗ Then Angle Between 𝐀 ⃗ And 𝐁 ⃗ Q. If A+B=C And 𝐀 ⃗+𝐁 ⃗=𝐂 ⃗ Then Angle Between 𝐀 ⃗ And 𝐁 ⃗
If |𝑨 ⃗×𝑩 ⃗ |=|𝑨 ⃗∙𝑩 ⃗ |, then angle between 𝑨 ⃗ and 𝑩 ⃗ will be: (A) 30° (B) 45° (C) 60° (D) 90 If |𝑨 ⃗×𝑩 ⃗ |=|𝑨 ⃗∙𝑩 ⃗ |, then angle between 𝑨 ⃗ and 𝑩 ⃗ will be: (A) 30° (B) 45° (C) 60° (D) 90
Find the value of (𝑎 ⃗×𝑖 ̂ )⋅𝑖 ̂+(𝑎 ⃗×𝑗 ̂ )⋅𝑗 ̂+(𝑎 ⃗×𝑘 ̂ )⋅𝑘 ̂ Find the value of (𝑎 ⃗×𝑖 ̂ )⋅𝑖 ̂+(𝑎 ⃗×𝑗 ̂ )⋅𝑗 ̂+(𝑎 ⃗×𝑘 ̂ )⋅𝑘 ̂
If a ⃗,b ⃗,c ⃗,d ⃗, Tare four vectors such that a ⃗+b ⃗+c ⃗ is collinear with d ⃗ and b ⃗+c ⃗+d ⃗ If a ⃗,b ⃗,c ⃗,d ⃗, Tare four vectors such that a ⃗+b ⃗+c ⃗ is collinear with d ⃗ and b ⃗+c ⃗+d ⃗