In this con figurationconfiguration as follows, we have a nice formula:
$$cos(\varphi)=\frac{OF.OE+OB.OC}{OF.OB+OE.OC}$$$$\cos(\varphi)=\frac{OF.OE+OB.OC}{OF.OB+OE.OC}$$
Is the formuaformula known? and can we generalized for higher dimentionsdimensions?
In this con figuration as follows, we have a nice formula:
$$cos(\varphi)=\frac{OF.OE+OB.OC}{OF.OB+OE.OC}$$
Is the formua known? and can we generalized for higher dimentions?
In this configuration as follows, we have a nice formula:
$$\cos(\varphi)=\frac{OF.OE+OB.OC}{OF.OB+OE.OC}$$
Is the formula known? and can we generalized for higher dimensions?
In this con figuration as follows, we have a nice formula:
$$cos(\varphi)=\frac{OF.OE+OB.OC}{OF.OB+OE.OC}$$
Is the formua known? and can we generalized for higher dimentions?
