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Find the values of the left and right endpoint sums according to the graphs, for the equation (x^2)/11 on the interval [4,8].
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- A ball dropped from a height of 10 ft begins to bounce vertically.Each time it strikes the ground, it returns to two-thirds of its previous height. What is the total vertical distance traveled by the ball if itbounces infinitely many times?A ball is dropped from a height of 6 ft and begins to bounce vertically. Each time it strikes the ground, it returns to three-quarters of its previous height. What is the total vertical distance traveled by the ball if it bounces infinitely many times?Two children, who are 224 meters apart, startwalking toward each other at the same instant at rates of1.5 and 2 , respectively When will they meet?
- Find the sum of the areas of the shaded rectangles under each graph. Round to two decimal places. [Hint: The width of each rectangle is the difference between the -values at its base. The height of each rectangle is the height of the curve at the left edge of the rectangle.]A ball dropped from a height of 15 feet begins to bounce. Each time it strikes the ground, it returns to 2/5 of its previous height. What is the total distance traveled by the ball if it bounces infinitely many times? Total distance=Find three positive numbers whose sum is 24 and such that their product is as large as possible.Enter your answers in increasing order.
- A dirty bowl on your counter starts to grow bacteria that doubles every 10 minutes. Assuming youstarted with one single bacteria cell, how much bacteria would be present on your bowl at the end of180 minutes?Does (4, 0) make the equation y = x true? yes no sumbitFind the minimum sum of two positive numbers (not necessarily integers) whose product is 200.
- A super bouncy ball is dropped from a height of 30 feet. Each time the ball bounces, it bounces to a height of 0.8 times the previous height. What is the total distance the ball travels before it stops bouncing?Find two positive numbers with product 400 and whose sum is a mimimum. Enter your answers in increasing order.A ball is dropped from a height of 128 feet. After each bounce it will rebound to a height that is 3/4 of the previous height. Theoretically, what is the total distance the ball will travel when it has stopped bouncing?