You may also find the following Physics calculators useful. W FD Where W is the work F is the total force D is the total displacement Where force is applied to an object directly at 0 degrees. 2.4 - Dot (Scalar) Product of Two Vectors Work can be calculated through the following formula. How do you calculate velocity due to friction loss The energy lost due to friction is equal to the work done by friction, or F fric d, where d is the.2.3 - Multiplication of a Vector by a Scalar.2.2 - Addition and Subtraction of Vectors.Vector and Scalar Physics Tutorials associated with the Vector Calculator This allows us to allocate future resource and keep these Physics calculators and educational material free for all to use across the globe. We hope you found the Vector Calculator useful, if you did, we kindly request that you rate this calculator and, if you have time, share to your favourite social network. You can then email or print this vector calculation as required for later use. As you enter the specific factors of each vector calcualtion, the Vector Calculator will automatically calculate the results and update the formula elements with each element of the vector calculation. Please note that the formula for each calculation along with detailed calculations is shown further below this page. Magnitude of the Cross Product of Vectors u ⃗ and v ⃗ Formula and Calculation U ⃗ - v ⃗ = u x - u y, u z - v x, v y - v zĭot Product of Vectors u ⃗ and v ⃗ Formula and Calculation U ⃗ + v ⃗ = u x + u y, u z + v x, v y + v zĭifference of Vectors u ⃗ and v ⃗ Formula and Calculation Sum of Vectors u ⃗ and v ⃗ Formula and Calculation Magnitude of Vector v ⃗ Formula and Calculation Magnitude of Vector u ⃗ Formula and Calculation Tan of Angle Formula and Calculation ( tan θ) Sine of Angle Formula and Calculation ( sin θ) Magnitude of the Cross Product of Vectors u ⃗ and v ⃗ ( |u ⃗∙v ⃗|)Ĭosine of Angle Formula and Calculation ( cos θ) Vector Calculator Results (detailed calculations and formula below) Magnitude of Vector u ⃗ ( |u ⃗|)ĭifference of Vectors u ⃗ and v ⃗ ( u ⃗-v ⃗)ĭot Product of Vectors u ⃗ and v ⃗ ( u ⃗∙v ⃗) Vector Calculator □ Normal View □ Full Page View The angle between a Force and Linear distance a system moves linearly or rotates around a fixed point (pivot).Work done by a force when it moves an object at a certain linear distance.These results will be used to find the following physical quantities: The magnitude of the cross product of two vectors.The magnitudes of each vectors when the coordinates are given.A list of the supporting Vector and Scalar Physics Tutorials is available at the bottom of this page. The Vector Calculator is provided in support of our Physics Tutorials on Vectors and Scalars which explores addition and subtraction of vectors, multiplication of a vector by a scalar, dot (scalar) product of two vectors and the vector product of two vectors with practical working examples and formula.
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