Exercises. Dot product of two vectors in space
This exercises will test how you are able to find the dot product of two vectors.
Solution of mathematics tasks is the best method to study this subject!
Exercise. Please find the dot product of two vectors a = {1; 1; 1} and b = {1; 1; 1}.
a · b =
Try to solve exercises with vectors 3D.Exercises. Component form of a vector with initial point and terminal point in spaceExercises. Addition and subtraction of two vectors in spaceExercises. Dot product of two vectors in spaceExercises. Length of a vector, magnitude of a vector in spaceExercises. Orthogonal vectors in spaceExercises. Collinear vectors in spaceExercises. Cross product of two vectors
Try to solve exercises with vectors 2D.Exercises. Component form of a vector with initial point and terminal point on planeExercises. Addition and subtraction of two vectors on planeExercises. Dot product of two vectors on planeExercises. Length of a vector, magnitude of a vector on planeExercises. Orthogonal vectors on planeExercises. Collinear vectors on plane
Try online calculators with vectorsOnline calculator. Component form of a vector with initial point and terminal pointOnline calculator. Vector magnitude calculatorOnline calculator. Direction cosines of a vectorOnline calculator. Addition and subtraction of two vectorsOnline calculator. Scalar-vector multiplicationOnline calculator. Dot product of two vectorsOnline calculator. Angle between vectorsOnline calculator. Vector projectionOnline calculator. Cross product of two vectors (vector product)Online calculator. Scalar triple productOnline calculator. Collinear vectorsOnline calculator. Orthogonal vectorsOnline calculator. Coplanar vectorsOnline calculator. Area of triangle formed by vectorsOnline calculator. Area of parallelogram formed by vectorsOnline calculator. Volume of pyramid formed by vectorsOnline calculator. Is vectors a basis?Online calculator. Decomposition of the vector in the basis
Add the comment