A transversal intersects two parallel lines. if the measure of one of the angle is $50^{0}$ , then the measure of its corresponding angle is ................
$40^{0}$
$130^{0}$
$180^{0}$
$50^{0}$

130^{0}

180^{0}

50^{0}

40^{0}

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Solution

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As we know that sum of two corresponding angle is always $180^{\circ} .$
One angle is given as $50^{\circ}$ , if another angle is $x$ then
$x = 50^{o}$
because corresponding angles are equal

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As we know that sum of two corresponding angle is always 180∘.One angle is given as 50∘, if another angle is x thenx=50obecause corresponding angles are equal

A transversal intersects two parallel lines. if the measure of one of the angle is $50^{0}$ , then the measure of its corresponding angle is ................
$40^{0}$
$130^{0}$
$180^{0}$
$50^{0}$

As we know that sum of two corresponding angle is always $180^{\circ} .$
One angle is given as $50^{\circ}$ , if another angle is $x$ then
$x = 50^{o}$
because corresponding angles are equal