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What does bel...

Question

What does below statement signifies.
$A E ⊥ D C, A E ⊥ D C$

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Solution

The sign $⊥$ in $A E ⊥ D C$ shows that $A E$ is perpendicular to $D C$ .

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Q. ABCD is a parallelogram,

A E ⊥ D C

C F ⊥ A D

A B = 16

A E = 8 c m

C F = 10

A D

In the figuere, if $A E | | D C a n d A B = A C, the value of ∠ A B D i s$

Q. In the above figure,

A B C D

is a parallelogram,

A E ⊥ D C

C F ⊥ A D

A B = 16 c m, A E = 8 c m

C F = 10 c m

A D .

In the given figure, if $A E ∥ D C$ and $A B = A C,$ the value of $∠ A B D$ is

(a) $70^{\circ}$

(b) $110^{\circ}$

(c) $120^{\circ}$

(d) $130^{\circ}$

A B C D

is a paralle-logram,

A E ⊥ D C

C F ⊥ A D

A B = 16

A E = 8

C F = 10

A D

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