Assume that the data can be modeled by a straight line and that the trend continues indefinitely. Use two data points to find such a line and then answer the question. Suppose a baseball is thrown at 82 miles per hour. The ball will travel 296 feet when hit by a bat swung at 52 miles per hour and will travel 392 feet when hit by a bat swung at 84 miles per hour. Let y be the number of feet traveled by the ball when hit by a bat swung at x miles per hour. How much farther will a ball travel for each mile-per-hour increase in the speed of the bat? A ball will travel feet farther for each mile-per-hour increase in the speed of the bat. (Type a whole number.) C

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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Assume that the data can be modeled by a straight line and that the trend continues indefinitely. Use two data points to find such a line and then answer the question.
Suppose a baseball is thrown at 82 miles per hour. The ball will travel 296 feet when hit by a bat swung at 52 miles per hour and will travel 392 feet when hit by a bat swung at 84 miles per hour. Let
y be the number of feet traveled by the ball when hit by a bat swung at x miles per hour. How much farther will a ball travel for each mile-per-hour increase in the speed of the bat?
A ball will travel feet farther for each mile-per-hour increase in the speed of the bat.
(Type a whole number.)
Transcribed Image Text:Assume that the data can be modeled by a straight line and that the trend continues indefinitely. Use two data points to find such a line and then answer the question. Suppose a baseball is thrown at 82 miles per hour. The ball will travel 296 feet when hit by a bat swung at 52 miles per hour and will travel 392 feet when hit by a bat swung at 84 miles per hour. Let y be the number of feet traveled by the ball when hit by a bat swung at x miles per hour. How much farther will a ball travel for each mile-per-hour increase in the speed of the bat? A ball will travel feet farther for each mile-per-hour increase in the speed of the bat. (Type a whole number.)
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