For any two vectors `vec a` and `vec b`, we always have `|vec a+ vec b| lt =|vec a|+|vec b|`...

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For any two vectors `vec a` and `vec b`, we always have `|vec a+ vec b| lt =|vec a|+|vec b|`... For any two vectors `vec a` and `vec b`, we always have `|vec a+ vec b| lt =|vec a|+|vec b|`...
For any vector vec a\\ a n d\\vec b\nprove that | vec a+ vec b|lt=| vec a|+| vec b|dot | 12 | S... For any vector vec a\\ a n d\\vec b\nprove that | vec a+ vec b|lt=| vec a|+| vec b|dot | 12 | S...
For any two vectors ` vec a` and ` hat b` , show that : `( vec a+ vec b)dot( vec a- vec b)=0| ve... For any two vectors ` vec a` and ` hat b` , show that : `( vec a+ vec b)dot( vec a- vec b)=0| ve...
If vectors `vec(A)` and `vec(B)` are such that `|vec(A)+vec(B)|=|vec(A)|=|vec(B)|`, then `|vec(... If vectors `vec(A)` and `vec(B)` are such that `|vec(A)+vec(B)|=|vec(A)|=|vec(B)|`, then `|vec(...
Example 20 For any two vectors a and b, we always have | a+b|≤|a|+|6| (triangle inequal #vector Example 20 For any two vectors a and b, we always have | a+b|≤|a|+|6| (triangle inequal #vector
Class 12 Mathematics - Vector Algebra - When will |a + b| = |a - b| be true for two vectors a and b Class 12 Mathematics - Vector Algebra - When will |a + b| = |a - b| be true for two vectors a and b
For any two vectors \( \vec{A} \) and \( \vec{B} \), prove that \[ ... For any two vectors \( \vec{A} \) and \( \vec{B} \), prove that \[ ...
angle beween vector a and vector b when modulus of (a+b) vector = modulus (a-b) vector angle beween vector a and vector b when modulus of (a+b) vector = modulus (a-b) vector