A vector nbsp-A -8594- points vertically upward and nbsp-B -8594- points towards the north- The vector product nbsp-A -8594- -215-B -8594- is-a- along the west-b- along the east-c- zero-d- vertically downward-

(a) along the westThe vector product nbsp;A #8594; #215;B #8594; will point towards the west. We can determine this direction using the right hand thumb ...

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Standard VI

Geography

Earth's Axis

A vector nb...

Question

A vector $\vec{A}$ points vertically upward and $\vec{B}$ points towards the north. The vector product $\vec{A} \times \vec{B}$ is
(a) along the west
(b) along the east
(c) zero
(d) vertically downward.

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Solution

(a) along the west

The vector product $\vec{A} \times \vec{B}$ will point towards the west. We can determine this direction using the right hand thumb rule.

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A vector A→ points vertically upward and B→ points towards the north. The vector product A→×B→ is (a) along the west (b) along the east (c) zero (d) vertically downward.

(a) along the westThe vector product A→×B→ will point towards the west. We can determine this direction using the right hand thumb rule.

A vector $\vec{A}$ points vertically upward and $\vec{B}$ points towards the north. The vector product $\vec{A} \times \vec{B}$ is
(a) along the west
(b) along the east
(c) zero
(d) vertically downward.

(a) along the west

The vector product $\vec{A} \times \vec{B}$ will point towards the west. We can determine this direction using the right hand thumb rule.