Reachivy
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Question 1: A, B, and C are 3 consecutive odd integers and A < B < C. Column X Column Y -A - B - 1 -B -C + 3
Question 2:
Question 3: The longest distance between any two points in a right circular cylinder is . The height and the diameter are positive integers where the height exceeds the diameter. Column A Column B 75π The volume of the cylinder
Question 4: A magazine printer consecutively numbered the pages of a magazine, starting with 1 on the first page, 10 on the tenth page, etc. In numbering the pages, the printer printed a total of 195 digits. Column A Column B The number of pages 100 in the magazine
Question 5: Rhoda has a Persian rug store, and she makes a profit of $315 on each sale of a rug and each rug costs her $1350. Column A Column B The profit expressed The profit expressed as a percent of the as a percent of cost to Rhoda. the sale price.
Question 6: Jessica has to do research for her PhD, but the research report she needs to read costs $10.00, however she can have the x pages of the report she really needs reproduced for $0.20 per page. Column A Column B The greatest possible value 60 of x, if the cost of reproducing the x pages is less than the cost of purchasing the whole report.
Question 7: x ≠ 0 Column A Column B (7x)4 7x4
Question 8: n, t and z are positive integers and nt = z. Column A Column B n z
Question 9: A cylindrical roller has a base diameter of 4 feet and a length of 8 feet. Column A Column B The area covered by the roller 32,000 after 1,000 revolutions.
Question 10: A circus has three acts: clowns, stunts, and animals. There are 3 clowns to choose from, 5 stunts, and 4 animals. Column A Column B The maximum number of unique shows possible if the circus cuts 60 one act.
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