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If A is symmetric to A and B is symmetric to B with respec

Question

If $A'$ is symmetric to A and $B'$ is symmetric to B with respect to a line of symmetry, then

A B > A^{'} B^{'}

A B = A^{'} B^{'}

A B \neq = A^{'} B^{'}

None of these

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Scarlett Discussed

A'

is symmetric to A and

B'

is symmetric to B with respect to a line of symmetry, then

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Discuss this question LIVE

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Question Text

A'

is symmetric to A and

B'

is symmetric to B with respect to a line of symmetry, then

Filo tutor solution