What years in your table had fewer than 100,000 cases of whooping cough?

Based on this data, would you expect 1956 to have closer to 50,000 cases or closer to 100,000 cases?

[size=150]In volleyball statistics, a block is recorded when a player deflects the ball hit from the opposing team. Additionally, scorekeepers often keep track of the average number of blocks a player records in a game. Here is part of a table that records the number of blocks and blocks per game for each player in a women’s volleyball tournament. A scatter plot that goes with the table follows. [br][br][/size][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br][br]What would be the label for the [math]x[/math]-axis?

What would be the label for the [math]y[/math]-axis?

What is the volume of the cylinder?

What is the volume of the cylinder when its radius is tripled?

What is the volume of the cylinder when its radius is halved?