By George Salmon
Quantity: 2 writer: London Longmans, eco-friendly matters: Geometry, Analytic -- reliable Surfaces Notes: this can be an OCR reprint. there is typos or lacking textual content. There aren't any illustrations or indexes. if you purchase the final Books version of this publication you get unfastened trial entry to Million-Books.com the place you could choose between greater than one million books at no cost. it's also possible to preview the e-book there.
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Extra resources for A treatise on the analytic geometry of three dimensions
An amount of money which could be in the bag is (A) $306 (B)$333 (C)$342 (D)$348 (E)$360 5. Which terms must be removed from the sum 1 -2 1 + -41 + -61 + -81 + + -1 10 12 if the sum of the remaining terms is to equal l? (A) (El iand i iand rn (B) and & (C) 13 iand & (D) 6 and CONTESTPROBLEM BOOK V 14 6. One student in a class of boys and girls is to be chosen to represent the class. Each student is equally likely to be chosen and the probability that a boy is chosen is 2/3 of the probability that a girl is chosen.
If the scores of Bill and Carol had been interchanged, then the sum of the scores of Ann and Carol would have exceeded the sum of the scores of the other two. Also, Dick’s score exceeded the s u m of the scores of Bill and Carol. Determine the order in which the four contestants finished, from highest to lowest. Assume all scores were nonnegative. (A) Dick, Ann, Carol, Bill (C) Dick, Carol, Bill, Ann (E) Ann, Dick, Bill, Carol (B) Dick, Ann, Bill, Carol (D) Ann, Dick, Carol, Bill 18. It takes A algebra books (all the same thickness) and H geometry books (all the same thickness, which is greater than that of an algebra book) to completely fill a certain shelf.
Then the length in cm of any one of its internal diagonals is (A) (B) 0 (C) (E) not uniquely determined (D) a 26. In the obtuse triangle ABC, AM = MB, MD IBC, EC I BC. If the area of AABC is 24, then the area of ABED is (A) 9 (B) 12 (C) 15 (E) not uniquely determined (D) 18 B A CONTEST PROBLEMBOOK V 12 AB I AC, 27. In AABC, D is on AC and F is on BC. Also, AF I BC, and BD = DC = FC = 1. Find AC fi (B) fi (D)fi (E) fi (A) A (c)f i F B C I 28. The number of distinct pairs of integers (2,y) such that O