12.Practice.Tests.for.the.SAT_2015-2016_1128p

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882 Section 7 Practice Test Ten 10. If a "sump" number is defined as one in which the sum of the digits of the number is greater than the product of the digits of the same number, which of the following is a "sump" number? (A) 123 (B) 234 (C) 332 (D) 411 (E) 521 11. If the average (arithmetic mean) of 14 consecutive integers is 20.5, what is the average of the first seven integers? (A) 10.25 (B) 14.5 (C) 17 (D) 18.25 (E) 19 12. If 12 = rY, then 12r = (A) ,r + 1 (B) rY + 2 (C) rY + 12 (D) , 12y (E) ,2 r O...,_----'ll B 13. In the figure above, 0 is the center of the circle. If AB = 60, what is the area of MBC? (A) 360 (B) 36 (C) 720 (D) 72 (E) 240 c 14. If a, b, and c are all integers greater than 1 and ab = 14 and be = 21, which of the following must be true? (A) c > a> b (B) b > c > a (C) b > a> c (D) a> c > b (E) a> b > c I GO ON TO THE NEXT PAGE>
Section 71 Practice Test Ten 883 15. Ahmed rolled an eight-sided polygon six times. Each face of the polygon has a number from 1-8 painted on it. No two numbers are repeated. Each roll yields one number face up. The first roll yields an even number. The second roll yields an odd number. The third roll yields the number 5. The fourth roll yields a number smaller than 4. The fifth roll yields the same number as the fourth roll. 16. The average (arithmetic mean) of two numbers is equal to twice the positive difference between the two numbers. If the larger number is 35, what is the smaller number? (A) 3 (B) 9 (C) 15 (D) 21 (E) 27 The sixth roll yields a number smaller than the fifth roll. Which of the following must be true? (A) Ahmed could have rolled a 5 three times. (B) Ahmed could have rolled a 2 more frequently than he could have rolled any other numbers. (C) Ahmed rolled more odd numbers than even numbers. (D) Ahmed rolled a 3 at least once. (E) Ahmed rolled a 1 on four rolls. STOP
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