Bently Placement Papers

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Bently Nevada Test Paper
BENTLY NEVADA PATTERN - 2005Hi , I attended bentley nevada test as fresher. it was having three sections. total time: 1 hour Section 1. reasoning( 20 questions): in this section general reasoning questions, english synonyms, small puzzles, questions were not having options. you have to write the answer directly. Section 2. general computer skills(20 questions)this included questions on bitwise operator, leftshift-right shift operators, fundamentals of electronics, flip-flops,…
Bently Nevada Technical - Java
Bently Nevada India pvt. Ltd. Held on 3rd july 2004  Given matrix A and I(identity matrix). Find matrix B where AB=I. y=log(sinx), find dy/dx. B is 8 Km  East to  A, C is 6 Km north to B, D is 16 Km east to C and E is 12 Km north of D, Find distance between A and E. A train is moving with the velocity of x Km per hr. it crosses a station of length y Km in z meter per second. Find the length of the train.( here x, y and z are given)  The ratio of length of a rod and its shadow…
Bently Nevada Test Pattern
Bently Nevada   Test Pattern Section 1. reasoning( 20 questions): in this section general reasoning questions, english synonyms, small puzzles, questions were not having options. you have to write the answer directly. Section 2. general computer skills(20 questions)this included questions on bitwise operator, leftshift-right shift operators, fundamentals of electronics, flip-flops, logic gates, counters, some c question, and other areas like number system. questions were with and…
Bently Nevada Paper Technical - Java
Bently Nevada India pvt. Ltd. Held on 3rd july 2004  Given matrix A and I(identity matrix). Find matrix B where AB=I. y=log(sinx), find dy/dx. B is 8 Km  East to  A, C is 6 Km north to B, D is 16 Km east to C and E is 12 Km north of D, Find distance between A and E. A train is moving with the velocity of x Km per hr. it crosses a station of length y Km in z meter per second. Find the length of the train.( here x, y and z are given) The ratio of length of a rod and its shadow is 1/sqrt(3).…
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