If lines k and i are parallel , l is the transversal and $∠ 3$ = 130°, then $∠ 5$ is equal to _____.

130

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Solution

The correct option is A 130
Given, k || i and l is the transversal and $∠ 3$ = 130°.

$∠ 3 = ∠ 5$ (Alternate interior angles)

Hence, $∠ 5 = 130 °$

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\int_{- 5}^{5} log (\frac{130 - x^{3}}{130 + x^{3}}) d x

is equal to

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If lines k and i are parallel , l is the transversal and ∠3 = 130°, then ∠5 is equal to _____. 130

The correct option is A 130Given, k || i and l is the transversal and ∠3 = 130°. ∠3=∠5 (Alternate interior angles) Hence, ∠5=130°

If lines k and i are parallel , l is the transversal and $∠ 3$ = 130°, then $∠ 5$ is equal to _____.

130

The correct option is A 130
Given, k || i and l is the transversal and $∠ 3$ = 130°.

$∠ 3 = ∠ 5$ (Alternate interior angles)

Hence, $∠ 5 = 130 °$