#shorts Angle Between Two Vectors @Maths is Easy

Angle between Vectors

Assertion : The angle between the two vectors (hati + hatj) and (hatj + hatk) is (pi)/(3) radian. Reason : Angle between two vectors vecA and vecB is given by theta = cos^(-1)((vecA*vecB)/( AB))

Scalar & Vector|Representation Of Vectors|Angle Between Two Vectors|Negative Vector|Equality Of Vectors|Multiplication & Division Of Vectors By Scalar|Vector Addition|Triangle Law Of Vector Addition|Polygon Law Of Vector Additon

Scalar & Vector|Representation Of Vectors|Angle Between Two Vectors|Negative Vector|Equality Of Vectors|Multiplication & Division Of Vectors By Scalar|Vector Addition|Triangle Law Of Vector Addition|Polygon Law Of Vector Additon

For what angle between the two vectors, their resultant is maximum?

Assertion: The angle between the two vectors (hati+hatj) and (hatj_hatk) is (pi)/(3) radian. Reason: Angle between two vectors vecA and vecB is given by theta=cos^(-1)((vecA.vecB)/(AB))

Angle Between Two vectors in terms of direction cosine and direction ratio

Statement-1 : The angle between the two vectors (hatI + hatJ) and (hatk) is pi/2 radian. Statement - 2 : Angle between two vectors vecA and vecB is given by theta = cos^(-1)((A.B)/(AB))