5272道题目5525 条题源记录 · 相同内容已合并
比・比例・速率与单位换算挑战
The speed of a vehicle is increasing at a rate of 7.3 meters per second squared. What is this rate, in miles per minute squared, rounded to the nearest tenth? (Use 1 mile =1,609 meters.)
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比・比例・速率与单位换算进阶
A distance of 354 furlongs is equivalent to how many feet? (1 furlong = 220 yards and 1 yard = 3 feet)
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比・比例・速率与单位换算基础
An object's speed is 64 yards per second. What is the object's speed, in feet per second? (1 yard = 3 feet)
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比・比例・速率与单位换算进阶
A landscaper uses a hose that puts 88x ounces of water in a bucket in 5y minutes. Which expression represents the number of ounces of water the hose puts in the bucket in 9y minutes at this rate?
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比・比例・速率与单位换算基础
What length, in centimeters, is equivalent to a length of 51 meters? (1 meter = 100 centimeters)
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比・比例・速率与单位换算挑战
One gallon of stain will cover 170 square feet of a surface. A yard has a total fence area of \( w \) square feet. Which equation represents the total amount of stain \( S \), in gallons, needed to stain the fence in this yard twice?
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比・比例・速率与单位换算挑战
The area of a rectangular region is increasing at a rate of 250 square feet per hour. Which of the following is closest to this rate in square meters per minute? (Use 1 meter = 3.28 feet.)
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比・比例・速率与单位换算挑战
One gallon of paint will cover 220 square feet of a surface. A room has a total wall area of w square feet. Which equation represents the total amount of paint P, in gallons, needed to paint the walls of the room twice?
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比・比例・速率与单位换算进阶
A distance of 112 furlongs is equivalent to how many feet? (1 furlong = 220 yards and 1 yard = 3 feet)
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比・比例・速率与单位换算基础
In a box of pens, the ratio of black pens to red pens is 8 to 1. There are 40 black pens in the box. How many red pens are in the box?
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比・比例・速率与单位换算基础
The population density of Worthington is 290 people per square mile. Worthington has a population of 92,800 people. What is the area, in square miles, of Worthington?
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比・比例・速率与单位换算基础
For the values j and k, the ratio of j to k is 11 to 12. If j is multiplied by 17, what is k multiplied by in order to maintain the same ratio?
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