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Previous Question: how to replace , in a given string without using predefined methods Next Question: Circles and Distances Problem Description Task is to calculate the straight line distance between the two objects moving in a circular path. They may move at different velocities. The distance has to be calculated after N seconds. The figure and commentary below it, explains the problem in detail. com.tcs.cv.automata.ei.middleware.DocxToHtmlConverter@491cde5b:image1.png We have two point objects B and C at rest on a straight line at a distance r1 and r2 units from a point A. At time t=0 seconds, the objects start moving in a circular path with A at the center with velocity v1 and v2 degrees per second. Given inputs v1, v2, r1 and r2, calculate the distance between the B and C after N seconds. Distance should be printed up to an accuracy of 2 places after the decimal point. Use Rounding Half-up semantics. Input Format First line contains velocity of object B in degrees per second (v1) Second line contains distance of object B from A (r1) Third line contains velocity of object C in degrees per second (v2) Fourth line contains distance of object C from A (r2) Fifth line contains time in seconds after which the distance between B and C, is to be measured (N) Output The distance between B and C, N seconds after they are set in motion Constraints v1, v2, r1, r2 > 0 and all are integer values. r2 > r1 0 < n <= 100 The objects move in anticlockwise direction v1, v2 <=360 r2 <= 100 Explanation Example 1 Input 90 5 270 10 1 Output 15.00 Explanation After 1 second, the object at B would cover 90 degrees and the object at C would cover 270 degrees. Both the objects would be vertically opposite to each other and would lie in a straight line. So the distance between them would be equal to the sum of their distance from the origin A=5+10= 15

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function of array: Asked In Java karthi (6 years ago); Unsolved; Is this Puzzle helpful? (0) (1) Submit Your Solution Interview

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Previous Question: how to replace , in a given string without using predefined methods Next Question: Circles and Distances Problem Description Task is to calculate the straight line distance between the two objects moving in a circular path. They may move at different velocities. The distance has to be calculated after N seconds. The figure and commentary below it, explains the problem in detail. com.tcs.cv.automata.ei.middleware.DocxToHtmlConverter@491cde5b:image1.png We have two point objects B and C at rest on a straight line at a distance r1 and r2 units from a point A. At time t=0 seconds, the objects start moving in a circular path with A at the center with velocity v1 and v2 degrees per second. Given inputs v1, v2, r1 and r2, calculate the distance between the B and C after N seconds. Distance should be printed up to an accuracy of 2 places after the decimal point. Use Rounding Half-up semantics. Input Format First line contains velocity of object B in degrees per second (v1) Second line contains distance of object B from A (r1) Third line contains velocity of object C in degrees per second (v2) Fourth line contains distance of object C from A (r2) Fifth line contains time in seconds after which the distance between B and C, is to be measured (N) Output The distance between B and C, N seconds after they are set in motion Constraints v1, v2, r1, r2 > 0 and all are integer values. r2 > r1 0 < n <= 100 The objects move in anticlockwise direction v1, v2 <=360 r2 <= 100 Explanation Example 1 Input 90 5 270 10 1 Output 15.00 Explanation After 1 second, the object at B would cover 90 degrees and the object at C would cover 270 degrees. Both the objects would be vertically opposite to each other and would lie in a straight line. So the distance between them would be equal to the sum of their distance from the origin A=5+10= 15

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