Refer to the figure to classify the statement as true or false.

-$$\overleftrightarrow { \mathrm { AK } } \text { and } \overleftrightarrow { \mathrm { EK } } \text { are perpendicular to the plane BEF. }$$

Question

Refer to the figure to classify the statement as true or false.

-$$\overleftrightarrow { \mathrm { AK } } \text { and } \overleftrightarrow { \mathrm { EK } } \text { are perpendicular to the plane BEF. }$$

Quizplus · Accepted Answer

If $\overleftrightarrow { \mathrm { AK } }$ and $\overleftrightarrow { \mathrm { EK } }$ are both perpendicular to the plane BEF, they would be parallel to each other, not necessarily indicating their spatial relationship to the plane without more context.

Refer to the Figure to Classify the Statement as True AK↔ and EK↔ are perpendicular to the plane BEF. \overleftrightarrow { \mathrm { AK } } \text { and } \overleftrightarrow { \mathrm { EK } } \text { are perpendicular to the plane BEF. }AK and EK are perpendicular to the plane BEF.

Refer to the Figure to Classify the Statement as True $\overleftrightarrow { \mathrm { AK } } \text { and } \overleftrightarrow { \mathrm { EK } } \text { are perpendicular to the plane BEF. }$