In the figure x, y and z are the internal angles of ∆ABD. Line ED || AB and side AD is extrapolated to point P and the value of $∠$ EDP and $∠$ EDB are m and n, respectively. Then, the values of n and m are and _, respectively.

z, y

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x, z

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y, z

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y, x

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Solution

The correct option is D
y, x

In the diagram, it is given that the line ED is parallel to side AB of the triangle.

Therefore,
$∠$ ABD = $∠$ BDE (alternate interior angles)
m = x

and
$∠$ BAD = $∠$ EDP (corresponding angles)
i.e. n = y

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In the given figure x, y and z are the internal angles of ∆ABD. Line ED || AB and side AD is extrapolated to point P and the value of $∠$ EDP and $∠$ EDB are n and m respectively. Then, the values of n and m are ______ and _______ respectively.

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In the figure x, y and z are the internal angles of ∆ABD. Line ED || AB and side AD is extrapolated to point P and the value of ∠EDP and ∠EDB are m and n, respectively. Then, the values of n and m are ______ and _______, respectively.

The correct option is D y, x In the diagram, it is given that the line ED is parallel to side AB of the triangle. Therefore, ∠ABD = ∠BDE (alternate interior angles) m = x and ∠BAD = ∠EDP (corresponding angles) i.e. n = y

In the figure x, y and z are the internal angles of ∆ABD. Line ED || AB and side AD is extrapolated to point P and the value of $∠$ EDP and $∠$ EDB are m and n, respectively. Then, the values of n and m are and _, respectively.

The correct option is D
y, x

In the diagram, it is given that the line ED is parallel to side AB of the triangle.

Therefore,
$∠$ ABD = $∠$ BDE (alternate interior angles)
m = x

and
$∠$ BAD = $∠$ EDP (corresponding angles)
i.e. n = y