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发布日期:2021年12月04日
VECTOR MAGNITUDE ANGLE CALCULATOR

Vector magnitude and angle calculator finds magnitude and direction angle of a vector from its components or vice versa. The calculator can be used for calculation of 2D and 3D vectors magnitudes and direction angles.


2D-3D Vector Representation

Vector Magnitude and Angle Calculator:

INPUT PARAMETERS
Vector Form:
Vector Dimension:
VECTOR COMPONENTS
Vector蓝色导航最新地址无弹窗全文阅读_蓝色导航最新地址最新章 ,good电影无弹窗_good电影最新章节
蓝色导航最新地址无弹窗全文阅读_蓝色导航最新地址最新章 ,good电影无弹窗_good电影最新章节
MAGNITUDE AND ANGLE(S)
|A| θx(deg) θy(deg) θz(deg)





Note: Use dot "." as decimal separator.



RESULTS
Parameter Symbol Value Unit
Vector Components--- ---
---
---
Magnitude of Vector A---
Direction Angle θx--- deg
θy---
θz---


List of Equations:

蓝色导航最新地址无弹窗全文阅读_蓝色导航最新地址最新章 ,good电影无弹窗_good电影最新章节
Parameter Equation
3D vector components $$\vec { A } ={ A }_{ x }\hat { x } +{ A }_{ y }\hat { y } +{ A }_{ z }\hat { z } $$
Vector x component
and angle/magnitude relation
$${ A }_{ x } = |A|\cos { { \theta }_{ x } } $$
Vector y component
and angle/magnitude relation
$${ A }_{ y } = |A|\cos { { \theta }_{ y } } $$
Vector z component
and angle/magnitude relation
$${ A }_{ z } = |A|\cos { { \theta }_{ z } } $$

蓝色导航最新地址无弹窗全文阅读_蓝色导航最新地址最新章 ,good电影无弹窗_good电影最新章节

Reference: