Tennis vs. ping pong
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The document compares the sizes of a tennis court and ping pong table. It notes that a tennis court is 78 feet long and 36 feet wide, while a ping pong table is 9 feet long and 5 feet wide. It then calculates the length and width ratios and determines that the tennis court and ping pong table are not proportional since the length ratio is 3:26 and the width ratio is 5:36.
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This document compares the dimensions of a ping pong table and tennis court. A ping pong table measures 5 feet by 9 feet while a tennis court is 27 feet by 78 feet. These dimensions are not proportional as dividing the tennis court measurements by the ping pong table measurements results in ratios of 1:5.4 for width and 1:8.6 for length.
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Tennis and ping pong courts are not proportional in size. A tennis court measures 36 feet by 78 feet while a ping pong table is only 5 feet by 9 feet. When comparing the ratios, 78 divided by 9 is 8.6 while 36 divided by 5 is 7.2, showing the courts are not scaled proportionally.
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Tennis and ping pong courts are not proportional in size. A tennis court measures 36 feet by 78 feet while a ping pong table is only 5 feet by 9 feet. When dividing the length and width of each court, tennis is not proportional because 78 divided by 9 is 8.6 while 36 divided by 5 is 7.2.
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Tennis courts and ping pong tables have different proportional dimensions. A tennis court is 78 feet long and 36 feet wide, while a ping pong table is only 9 feet long and 5 feet wide. These dimensions are not proportional, as dividing the length and width ratios shows that tennis courts are larger relative to their dimensions compared to ping pong tables.
Tennis court v
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This document compares the sizes of tennis and ping pong courts. A tennis court is 78 feet long and 27 feet wide, while a ping pong table is 9 feet long and 5 feet wide. To determine if the sizes are proportional, the document calculates the width-to-length ratios for each court. The ratio for a tennis court is 27/78 = 5.4, while the ratio for a ping pong table is 5/9 = 8. Since these ratios are different numbers, the sizes of tennis and ping pong courts are not proportional to each other.
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The document provides an equation to calculate the height of a field goal. It sets up the equation 18x = 565 based on the given values that the height of the goal is 18 feet and the distance from the goal is 113 feet when the ball is kicked at an angle of 5 degrees. Solving for x yields a height of 31.389 feet for the field goal.
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This document compares the dimensions of a tennis court to a ping pong table to determine if they are proportional. It lists the dimensions of a tennis court and ping pong table, including their length and width ratios. It then determines that the dimensions are not proportional because the length to width ratios are not the same between a tennis court and ping pong table.
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Tennis courts and ping pong tables have different proportional dimensions. A tennis court is 78 feet long and 36 feet wide, while a ping pong table is only 9 feet long and 5 feet wide. These dimensions are not proportional, as dividing the length and width ratios shows that tennis courts are around 26 times larger than ping pong tables.
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This document compares the sizes of tennis and ping pong courts. A tennis court is 78 feet long and 27 feet wide, while a ping pong table is 9 feet long and 5 feet wide. To determine if the sizes are proportional, the document calculates the width-to-length ratios for each court. The ratio for a tennis court is 27/78 = 5.4, while the ratio for a ping pong table is 5/9 = 8. Since these ratios are different numbers, the sizes of tennis and ping pong courts are not proportional to each other.
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Ping pong tables are much smaller than tennis courts. A ping pong table averages 5 feet wide by 9 feet long while a tennis court is 36 feet wide by 78 feet long. The ratios show tennis courts are disproportionately larger with the length ratio being 3:26 and the width ratio being 5:36.
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The document defines and provides examples of various angle relationships in geometry, including complementary angles, linear pairs, alternate exterior angles, perpendicular lines, supplementary angles, transversals, corresponding angles, right angles, vertical angles, alternate interior angles, and parallel lines. Complimentary angles add up to 90 degrees. Linear pairs are two supplementary adjacent angles formed by two intersecting lines. Alternate exterior angles are pairs of angles formed outside two lines cut by a transversal. Perpendicular lines form right angles and intersect to form an L-shape. Supplementary angles add up to 180 degrees. A transversal intersects two lines at two different points. Corresponding angles are formed when a transversal crosses two parallel lines. Right angles measure 90
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The document describes setting up an equation to solve for the height of a field goal based on the information provided: the person's height is 5 ft, their shadow is 18 ft, and the height of the field goal is 113 ft. The equation is set up as 18x = 565 and solved to find that the height of the field goal is 31.389 ft.
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A document compares the dimensions of a tennis court and ping pong table to determine if they are proportional. The length and width ratios of a tennis court (120ft by 60ft) to a ping pong table (9ft by 5ft) are not the same, showing the dimensions are not proportional. The document obtained dimension information from sport and table tennis websites.
Height of the Field Goal
The document provides an equation to calculate the height of a field goal. It sets up the equation 18x = 565 based on the given values that the height of the goal is 18 feet and the distance from the goal is 113 feet when the ball is kicked at an angle of 5 degrees. Solving for x yields a height of 31.389 feet for the field goal.
Presentation1
The document provides an equation to calculate the height of a field goal. It sets up the equation 18x = 565 based on the given values that the height of the goal is 18 feet and the distance from the goal is 113 feet when the ball is kicked at an angle of 5 degrees. Solving for x yields a height of 31.389 feet for the field goal.
Presentation1
The document provides an equation to calculate the height of a field goal. It sets up the equation 18x = 565 based on the given values that the uprights are 18 feet high and the distance to the goal is 113 feet. Solving for x yields a height of 31.389 feet for the top of the field goal crossbar.
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This document discusses various prices for items converted between Chinese yuan (CNY) and US dollars. It lists the prices of bachelor's degrees from a private university in China for 65,884.83 CNY or $10,000 USD. It also provides the CNY and USD prices for a car configuration, furniture for a room, a $500 court fee, and the current exchange rate between CNY and USD.
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Tennis vs. ping pong
- 1. Tennis vs.. Ping Pong Jessica Hunt 11 February 2011 Hr. 1 (R)
- 2. Size of a Tennis Court 78’ 36’ http://wiki.answers.com/Q/What_is_the_size_of_a_tennis_court_including_baseline_area
- 3. Size of a Ping Pong Table 9’ 5’ http://wiki.answers.com/Q/What_is_the_standard_size_of_a_table_tennis_table&alreadyAsked=1&rtitle=What_is_the_size_of_a_ping_pong_table&isLookUp=1
- 4. Are they Proportional? Tennis Ping Pong 9’ 78’ 5’ 36’ 5:36 9:78 ------- 3 3:26
- 5. Proportional? The tennis court and ping pong table are not proportional. The ratio for the length is 3:26, and the ratio for the width is 5:36.