9. One merchant has seven Asava horses (A), a second has nine Haya horses (H), and a third has ten camels (C). When each merchant gives two of his animals away-one to each other merchant-the combined value of each merchant's animals is the same. Assume that the values of the animals are integers, and each of the merchants now owns a total of X currency worth of animals, where X-(A+C+H)=168. Calculate the value of A + C+H, the combined value of owning one of each animal. ☆f f (A) 89 (B) 94 (C) 131 (D) 262
9. One merchant has seven Asava horses (A), a second has nine Haya horses (H), and a third has ten camels (C). When each merchant gives two of his animals away-one to each other merchant-the combined value of each merchant's animals is the same. Assume that the values of the animals are integers, and each of the merchants now owns a total of X currency worth of animals, where X-(A+C+H)=168. Calculate the value of A + C+H, the combined value of owning one of each animal. ☆f f (A) 89 (B) 94 (C) 131 (D) 262
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Transcribed Image Text:a²
16
46²
9
?
9. One merchant has seven Asava horses (A), a second
has nine Haya horses (H), and a third has ten
camels (C). When each merchant gives two of his
animals away-one to each other merchant-the
combined value of each merchant's animals is the
same. Assume that the values of the animals are
integers, and each of the merchants now owns
a total of X currency worth of animals, where
X-(A+C+H)=168. Calculate the value of A +
C+H, the combined value of owning one of each
animal.
☆f #6
(A) 89
(B) 94
(C) 131
(D) 262
PVN-166
0.5
9200245415
00
SHOT ON MI 10 ULTRA
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