Mathematics
Mathematics, 30.06.2019 03:20, hayleneolide

There are three parallel chords in a circle, none of which is the diameter. the top chord has a length of 14, the middle chord a length of √x, and the bottom chord a length of 10. the distance between the top and bottom chord is 6. the middle chord is halfway between these two chords. find the value of x. the value of x is 184, but i need to know how to solve it, . (honors) geometry

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Mathematics, 28.07.2019 08:30, jjjp3993
If two chords are perpendicular to each other and one chord is bisected, what do you know about the other chord? it is the radius. it is the diameter. the chords are the same length. the chords are the same line.
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Physics, 23.08.2019 21:40, jerenasmith77
Which of the following statements is true of chords? select all that apply. a chord is a line segment. a chord connects two points on a circle. a chord can be a radius of a circle. a chord can be a diameter of a circle. a chord divides a circle into two regions.
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Mathematics, 14.09.2019 01:10, Rogeartest4
Problem 3. 6 marks] a chord is a string of length either one or two, over the alphabet a, b, c. d, e, f, g. b, }, in which the first character must be a letter, and the second character, if it exists, must be either b or # examples of chords include: a db g b examples of strings that are not chords include: #c fg bb a valid chord sequence is a string of characters containing chords and whitespace, where each pair of chords is separated by a single space, and there is no leading or trailing whitespace. the length of a chord sequence is the number of characters, including spaces, in that sequence. examples of chord sequences (and their corresponding lengths) are 6 c ab f d g (length 11) b (length 1) ed a c (length 7) examples of strings that are not chord sequences are abc cab f d g g let an be the number of chord sequences of length n (a) find a1, a2, a3, and a4. (b) give (with justification) an expression for a in terms of a-2 and a-3, that works for all n 2 4 (c) prove, by induction on n, that an 3.8" for all n2.
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Mathematics, 08.10.2019 21:00, jkirby29
True or false 1.opposite angles of an inscribed quadrilateral must be congruent 2.if a chord in one circle is congruent to a chord in another circle, the arcs of these chords must have congruent central angles 3.a diameter that is perpendicular to a chord must bisect the chord. 4.if a line bisects a chord, that line must pass through the center of the circle 5. if gm intersects a circle in just one point, gm must be tangent to the circle. 6.is it possible to draw two circles so that no common tangents can be drawn 7.an angle inscribed in a semicircle must be a right angle 8. when one chord is farther from the center of a circle than another chord, the chord farther from the center is no longer of the two chords
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