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Write a Java Code for the following question along with the output. Weight of a hill pattern Given, the total levels in a hill pattern (input 1), the weight of the head level (input2), and the weight increments of each subsequent level (input3), you are expected to find the total weight of the hill pattern. "Total levels" represents the number of rows in the pattern. "Head level" represents the first row. Weight of a level represents the value of each star (asterisk) in that row. The hill patterns will always be of the below format, starting with 1 star at head level and increasing 1 star at each level till level N.

Write a Java Code for the following question along with the output. Weight of a hill pattern Given, the total levels in a hill pattern (input 1), the weight of the head level (input2), and the weight increments of each subsequent level (input3), you are expected to find the total weight of the hill pattern. "Total levels" represents the number of rows in the pattern. "Head level" represents the first row. Weight of a level represents the value of each star (asterisk) in that row. The hill patterns will always be of the below format, starting with 1 star at head level and increasing 1 star at each level till level N.

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Write a Java Code for the following question along with the output. Weight of a hill pattern Given, the total levels in a hill pattern (input1), the weight of the head level (input2), and the weight increments of each subsequent level (input3), you are expected to find the total weight of the hill pattern. "Total levels" represents the number of rows in the pattern. "Head level" represents the first row. Weight of a level represents the value of each star (asterisk) in that row. The hill patterns will always be of the below format, starting with 1 star at head level and increasing 1 star at each level till level N. ** *** **** ***** ****** ...and so on till level N Let us see a couple of examples. Example1 - Given, the total levels in the hill pattern = 5 (i.e. with 5 rows) the weight of the head level (first row) = 10 the weight increments of each subsequent level = 2 Then, The total weight of the hill pattern will be calculated as = 10 + (12+12) + (14+14+14) + (16+16+16+16) + (18+18+18+18+18) = 10 + 24 + 42 + 64 + 90 = 230 Example2 - Given, the total levels in the hill pattern = 4 the weight of the head level = 1 the weight increments of each subsequent level = 5 Then, Total weight of the hill pattern will be = 1+ (6+6) + (11+11+11) + (16+16+16+16) = 1+ 12 + 33 + 64 = 110
Transcribed Image Text:Write a Java Code for the following question along with the output. Weight of a hill pattern Given, the total levels in a hill pattern (input1), the weight of the head level (input2), and the weight increments of each subsequent level (input3), you are expected to find the total weight of the hill pattern. "Total levels" represents the number of rows in the pattern. "Head level" represents the first row. Weight of a level represents the value of each star (asterisk) in that row. The hill patterns will always be of the below format, starting with 1 star at head level and increasing 1 star at each level till level N. ** *** **** ***** ****** ...and so on till level N Let us see a couple of examples. Example1 - Given, the total levels in the hill pattern = 5 (i.e. with 5 rows) the weight of the head level (first row) = 10 the weight increments of each subsequent level = 2 Then, The total weight of the hill pattern will be calculated as = 10 + (12+12) + (14+14+14) + (16+16+16+16) + (18+18+18+18+18) = 10 + 24 + 42 + 64 + 90 = 230 Example2 - Given, the total levels in the hill pattern = 4 the weight of the head level = 1 the weight increments of each subsequent level = 5 Then, Total weight of the hill pattern will be = 1+ (6+6) + (11+11+11) + (16+16+16+16) = 1+ 12 + 33 + 64 = 110
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