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1 .24 .A ball is dropped from a height of 10 meters and bounces back to rest. successively until it comes to rest. If the

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1 .24 .A ball is dropped from a height of 10 meters and bounces back to rest. successively until it comes to rest. If the height it reaches in each bounce is 9/10 of the height it took in the previous bounce. Calculate the total vertical distance traveled _- ball. -- p. m. 1. 30 .Obtain the interval of convergence of the following series, in each case including the analysis of the extremes. 2 1.30 E n 1=0 10"1.12 Determine if the following sequences are bounded or not, if they are, indicate their coordinates, if they are not, explain why. L12 { 6 } 10" I 1.22. Determine whether the given series converges or dlverges. If It IS convergent, calculate Its sum. J.\" m to E 10) 1.15. By calculating the limit of the expression representing the partial sums of the following series, determine its character. a u L15 2 2,1,, 1. 20 . Determine the character of the given series by applying the comparison criterion: 10:55 p. m. V 1.20 3 (n +2) 2n + 6Write four more terms of each sequence and an expression representing the general term (nth term). represents the general term (nth term). m l.2 -2, l, o, 1,3,... 3 7 9

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