Answered: 7 points lie on a circle. How many…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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(a) By looking at the figure, explain why the number of shortest routes from A to D, C(9, 3), plus the number of shortest routes from A to E, C(9, 4), should equal a single combination, C(10, 4). Choose the correct answer below. OA. All combinations from A to B pass through point C. OB. The two points where the combinations stop are the two points that make up the intersection of B. OC. The two points where the combinations stop are two of three of the points that make up the intersection of B. OD. The only routes from A to B are contained in these two combinations.
The first picture is the question and the second picture is the graph and the answers.
Student activities on working day Activity Number of hours University 8 Homework Play 4 Sleep 7 Others 2 Construct a circle graph to show the number of hours spent by the student.
The diagram shows two chords that are parallel. What is the length of the chord that lies halfway between them?
C D 6. A 5 E 1. In the figure above, how many paths are there along the edges from point A to point G where the total length is 15? (C) Four (B) Three (E) Eight (A) Two (D) Six 4.
The figure below shows three graphs: A (in blue), B (in red), and C (in green). Identify each curve as f, f′, and f′′. Graph is f. a, b or cGraph is f′. a,b, or cGraph is f′′. a,b, or c In the answer box below, explain your reasoning for each of the three choices you made above. Use complete sentences and correct grammar, spelling, and punctuation. Be specific and detailed. Write as if you were explaining the answer to someone else in class.

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7 points lie on a circle. How many chords can be drawn through them? (A chord is a line that passes through 2 points on a circle.)