Mathematics

Mathematics, 03.12.2019 10:31, slimt69561

The measure of < 3=50° how will you get that

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Mathematics, 21.07.2019 22:50, MickeyAppleX

Quadrilateral pqrs is inscribed in a circle, as shown. which statement is true? a) the measure of ∠p is equal to the measure of arc qrs, and the measure of ∠r is equal to the measure of arc spq, so angles p and r are supplementary. b) the measure of ∠p is equal to the measure of arc qrs, and the measure of ∠r is equal to the measure of arc spq, so angles p and r are complementary. c) the measure of ∠p is equal to half the measure of arc qrs, and the measure of ∠r is equal to half the measure of arc spq, so angles p and r are supplementary. d) the measure of ∠p is equal to half the measure of arc qrs, and the measure of ∠r is equal to half the measure of arc spq, so angles p and r are complementary.

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Mathematics, 31.07.2019 01:30, alexisbrad5256

Couldn't upload the image but here's the link. use the diagram below to answer the following questions. given a || b. the value of x is the measure of < 1 is the measure of < 2 is the measure of < 3 is the measure of < 4 is the measure of < 5 is the measure of < 6 is the measure of < 7 is the measure of < 8 is angles 2 and 3 are angles

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Mathematics, 15.11.2019 13:31, bhopainting

Measure j and measure k are complementary angles. the measure of measure j is 18 less than the measure of measure k.find the measure if each angle.

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Mathematics, 05.12.2019 04:31, major126

(15 points) fill in the missing statement and reason in the proof of the corresponding angles theorem. it is given that segment ab is parallel to segment cd and points e, g, h, and f are collinear. the measure of ∠egf is 180°, by the definition of a straight angle. ∠age and ∠agf are adjacent, so the measure of ∠age plus the measure of ∠agf equals the measure of ∠egf, by the angle addition postulate. then, substituting for the measure of ∠egf it can be said that the measure of ∠age plus the measure of ∠agf equals 180°. so the measure of ∠che plus the measure of ∠agf equals 180°. substituting once again means that the measure of ∠age plus the measure of ∠agf equals the measure of ∠che plus the measure of ∠agf. the measure of ∠age is equal to the measure of ∠che finally, by the definition of congruence, ∠age is congruent to ∠che.

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