YOU SAID:

Since a vector is completely determined by its magnitude and direction, we can now say that a 3 b is the vector that is perpendicular to both a and b, whose orientation is determined by the right-hand rule, and whose length is | a | | b |sin .

INTO JAPANESE

ベクトルは、その大きさと方向によって完全に決定されるので、今では a 3 b は a と b の両方に対して垂直なベクトルであり、その向きは 右手の規則によって決定され、長さは |a |b |罪 。

BACK INTO ENGLISH

Now that the vector is completely determined by its size and direction, a 3 b is a vector perpendicular to both a and b, and its orientation is Determined by the rules of the right hand, the length is

INTO JAPANESE

ベクトルは、そのサイズと方向によって完全に決定されます。 a 3 bはaとbの両方に垂直なベクトルであり、その向きは 右手の規則によって決まる長さは、次の通りです。

BACK INTO ENGLISH

The vector is completely determined by its size and direction. a 3 b is a vector perpendicular to both a and b, and its orientation The length determined by the rule of the right hand is as follows.

INTO JAPANESE

ベクトルは、そのサイズと方向によって完全に決定されます。 a 3 b は、a と b の両方に垂直なベクトルであり、その向き 右手の法則によって決まる長さは以下の通りです。

BACK INTO ENGLISH

The vector is completely determined by its size and direction. a 3 b is a vector perpendicular to both a and b, and The length determined by the law of the right hand is as follows.

INTO JAPANESE

ベクトルは、そのサイズと方向によって完全に決定されます。 a 3 bは、aとbの両方に垂直なベクトルであり、 右手の法則によって決まる長さは以下の通りです。

BACK INTO ENGLISH

The vector is completely determined by its size and direction. a 3 b is a vector perpendicular to both a and b The length determined by the law of the right hand is as follows.

INTO JAPANESE

ベクトルは、そのサイズと方向によって完全に決定されます。 a 3 bはaとbの両方に対して垂直なベクトルです 右手の法則によって決まる長さは以下の通りです。

BACK INTO ENGLISH

The vector is completely determined by its size and direction. a 3 b is a vector perpendicular to both a and b The length determined by the law of the right hand is as follows.

You've done this before, haven't you.

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